We will discuss the following: Algorithms, Time Complexity & Space Complexity, Algorithm vs Pseudo code, Some Algorithm Types, Programming Languages, Python, Anaconda.
Algorithms Lecture 2: Analysis of Algorithms IMohamed Loey
This document discusses analysis of algorithms and time complexity. It explains that analysis of algorithms determines the resources needed to execute algorithms. The time complexity of an algorithm quantifies how long it takes. There are three cases to analyze - worst case, average case, and best case. Common notations for time complexity include O(1), O(n), O(n^2), O(log n), and O(n!). The document provides examples of algorithms and determines their time complexity in different cases. It also discusses how to combine complexities of nested loops and loops in algorithms.
Algorithms Lecture 3: Analysis of Algorithms IIMohamed Loey
We will discuss the following: Maximum Pairwise Product, Fibonacci, Greatest Common Divisors, Naive algorithm is too slow. The Efficient algorithm is much better. Finding the correct algorithm requires knowing something interesting about the problem
This document provides an overview of algorithm analysis. It discusses how to analyze the time efficiency of algorithms by counting the number of operations and expressing efficiency using growth functions. Different common growth rates like constant, linear, quadratic, and exponential are introduced. Examples are provided to demonstrate how to determine the growth rate of different algorithms, including recursive algorithms, by deriving their time complexity functions. The key aspects covered are estimating algorithm runtime, comparing growth rates of algorithms, and using Big O notation to classify algorithms by their asymptotic behavior.
The document discusses three sorting algorithms: bubble sort, selection sort, and insertion sort. Bubble sort works by repeatedly swapping adjacent elements that are in the wrong order. Selection sort finds the minimum element and swaps it into the sorted portion of the array. Insertion sort inserts elements into the sorted portion of the array, swapping as needed to put the element in the correct position. Both selection sort and insertion sort have a time complexity of O(n^2) in the worst case.
This document discusses algorithms and their analysis. It defines an algorithm as a set of unambiguous instructions to solve a problem with inputs and outputs. Good algorithms have well-defined steps, inputs, outputs, and terminate in a finite number of steps. Common algorithm analysis methods include calculating time and space complexity using asymptotic notations like Big-O. Pseudocode and flowcharts are commonly used to represent algorithms. Asymptotic analysis determines an algorithm's best, average, and worst case running times.
Ce cours vous offre une aide méthodologique à l’apprentissage ; un apprentissage qui rend votre travail personnel plus efficace, et donc moins contraignant, vous aider à envisager votre investissement personnel d’un point de vue qualitatif plutôt que quantitatif. Votre réussite dépend en grande partie de l’efficacité et de la nature de votre travail, de votre motivation et de votre projet, de la connaissance et de la compréhension de la structure universitaire.
Fiche 1. Introduction à la Méthodologie du travail universitaire : une pédagogie de l’autrement
Fiche 2. Connaître l’université et apprendre à connaître soi-même autrement
Fiche 3. Organiser et apprendre à gérer son temps autrement
Fiche 4. Acquérir les connaissances et apprendre à utiliser les outils de l’apprentissage autrement
Fiche 5. Lire et apprendre à déchiffrer un texte autrement
Fiche 6. Prendre des notes et apprendre à traiter des informations autrement
Fiche 7. Ecrire et apprendre à verbaliser autrement
Fiche 8. S’exprimer et apprendre à communiquer autrement
Fiche 9. En guise de conclusion : Réussite autrement
This document provides an overview of algorithms and algorithm analysis. It discusses key concepts like what an algorithm is, different types of algorithms, and the algorithm design and analysis process. Some important problem types covered include sorting, searching, string processing, graph problems, combinatorial problems, geometric problems, and numerical problems. Examples of specific algorithms are given for some of these problem types, like various sorting algorithms, search algorithms, graph traversal algorithms, and algorithms for solving the closest pair and convex hull problems.
This document discusses time and space complexity analysis of algorithms. It analyzes the time complexity of bubble sort, which is O(n^2) as each pass through the array requires n-1 comparisons and there are n passes needed. Space complexity is typically a secondary concern to time complexity. Time complexity analysis allows comparison of algorithms to determine efficiency and whether an algorithm will complete in a reasonable time for a given input size. NP-complete problems cannot be solved in polynomial time but can be verified in polynomial time.
Divide and Conquer Algorithms - D&C forms a distinct algorithm design technique in computer science, wherein a problem is solved by repeatedly invoking the algorithm on smaller occurrences of the same problem. Binary search, merge sort, Euclid's algorithm can all be formulated as examples of divide and conquer algorithms. Strassen's algorithm and Nearest Neighbor algorithm are two other examples.
The document discusses divide and conquer algorithms. It describes divide and conquer as a design strategy that involves dividing a problem into smaller subproblems, solving the subproblems recursively, and combining the solutions. It provides examples of divide and conquer algorithms like merge sort, quicksort, and binary search. Merge sort works by recursively sorting halves of an array until it is fully sorted. Quicksort selects a pivot element and partitions the array into subarrays of smaller and larger elements, recursively sorting the subarrays. Binary search recursively searches half-intervals of a sorted array to find a target value.
PPT on Analysis Of Algorithms.
The ppt includes Algorithms,notations,analysis,analysis of algorithms,theta notation, big oh notation, omega notation, notation graphs
Design & Analysis of Algorithms Lecture NotesFellowBuddy.com
FellowBuddy.com is an innovative platform that brings students together to share notes, exam papers, study guides, project reports and presentation for upcoming exams.
We connect Students who have an understanding of course material with Students who need help.
Benefits:-
# Students can catch up on notes they missed because of an absence.
# Underachievers can find peer developed notes that break down lecture and study material in a way that they can understand
# Students can earn better grades, save time and study effectively
Our Vision & Mission – Simplifying Students Life
Our Belief – “The great breakthrough in your life comes when you realize it, that you can learn anything you need to learn; to accomplish any goal that you have set for yourself. This means there are no limits on what you can be, have or do.”
Like Us - https://www.facebook.com/FellowBuddycom
The document discusses various searching and sorting algorithms. It describes linear search, binary search, and interpolation search for searching unsorted and sorted lists. It also explains different sorting algorithms like bubble sort, selection sort, insertion sort, quicksort, shellsort, heap sort, and merge sort. Linear search searches sequentially while binary search uses divide and conquer. Sorting algorithms like bubble sort, selection sort, and insertion sort are in-place and have quadratic time complexity in the worst case. Quicksort, mergesort, and heapsort generally have better performance.
The document provides an introduction to algorithms through a lecture on fundamentals of algorithm analysis. It defines an algorithm as a finite sequence of unambiguous instructions to solve a problem. Characteristics of algorithms like inputs, outputs, definiteness and finiteness are discussed. The document also describes various algorithm design techniques like brute force, divide and conquer and greedy algorithms. It explains steps to write algorithms using pseudo code and discusses validating, analyzing, testing programs and specifying algorithms through pseudo code and flowcharts.
The document discusses time and space complexity analysis of algorithms. Time complexity measures the number of steps to solve a problem based on input size, with common orders being O(log n), O(n), O(n log n), O(n^2). Space complexity measures memory usage, which can be reused unlike time. Big O notation describes asymptotic growth rates to compare algorithm efficiencies, with constant O(1) being best and exponential O(c^n) being worst.
The document discusses the knapsack problem and greedy algorithms. It defines the knapsack problem as an optimization problem where given constraints and an objective function, the goal is to find the feasible solution that maximizes or minimizes the objective. It describes the knapsack problem has having two versions: 0-1 where items are indivisible, and fractional where items can be divided. The fractional knapsack problem can be solved using a greedy approach by sorting items by value to weight ratio and filling the knapsack accordingly until full.
We will discuss the following: Sorting Algorithms, Counting Sort, Radix Sort, Merge Sort.Algorithms, Time Complexity & Space Complexity, Algorithm vs Pseudocode, Some Algorithm Types, Programming Languages, Python, Anaconda.
Algorithm And analysis Lecture 03& 04-time complexity.Tariq Khan
This document discusses algorithm efficiency and complexity analysis. It defines key terms like algorithms, asymptotic complexity, Big O notation, and different complexity classes. It provides examples of analyzing time complexity for different algorithms like loops, nested loops, and recursive functions. The document explains that Big O notation allows analyzing algorithms independent of machine or input by focusing on the highest order term as the problem size increases. Overall, the document introduces methods for measuring an algorithm's efficiency and analyzing its time and space complexity asymptotically.
The document discusses the divide and conquer algorithm design paradigm. It begins by defining divide and conquer as recursively breaking down a problem into smaller sub-problems, solving the sub-problems, and then combining the solutions to solve the original problem. Some examples of problems that can be solved using divide and conquer include binary search, quicksort, merge sort, and the fast Fourier transform algorithm. The document then discusses control abstraction, efficiency analysis, and uses divide and conquer to provide algorithms for large integer multiplication and merge sort. It concludes by defining the convex hull problem and providing an example input and output.
Performance analysis(Time & Space Complexity)swapnac12
The document discusses algorithms analysis and design. It covers time complexity and space complexity analysis using approaches like counting the number of basic operations like assignments, comparisons etc. and analyzing how they vary with the size of the input. Common complexities like constant, linear, quadratic and cubic are explained with examples. Frequency count method is presented to determine tight bounds of time and space complexity of algorithms.
1. Introduction to time and space complexity.
2. Different types of asymptotic notations and their limit definitions.
3. Growth of functions and types of time complexities.
4. Space and time complexity analysis of various algorithms.
The document discusses the greedy method algorithmic approach. It provides an overview of greedy algorithms including that they make locally optimal choices at each step to find a global optimal solution. The document also provides examples of problems that can be solved using greedy methods like job sequencing, the knapsack problem, finding minimum spanning trees, and single source shortest paths. It summarizes control flow and applications of greedy algorithms.
The document discusses sorting algorithms. It begins by defining sorting as arranging data in logical order based on a key. It then discusses internal and external sorting methods. For internal sorting, all data fits in memory, while external sorting handles data too large for memory. The document covers stability, efficiency, and time complexity of various sorting algorithms like bubble sort, selection sort, insertion sort, and merge sort. Merge sort uses a divide-and-conquer approach to sort arrays with a time complexity of O(n log n).
The document discusses several sorting algorithms including selection sort, insertion sort, bubble sort, merge sort, and quick sort. It provides details on how each algorithm works including pseudocode implementations and analyses of their time complexities. Selection sort, insertion sort and bubble sort have a worst-case time complexity of O(n^2) while merge sort divides the list into halves and merges in O(n log n) time, making it more efficient for large lists.
The document discusses algorithm analysis and asymptotic notation. It defines algorithm analysis as comparing algorithms based on running time and other factors as problem size increases. Asymptotic notation such as Big-O, Big-Omega, and Big-Theta are introduced to classify algorithms based on how their running times grow relative to input size. Common time complexities like constant, logarithmic, linear, quadratic, and exponential are also covered. The properties and uses of asymptotic notation for equations and inequalities are explained.
This document provides an overview of a lecture on designing and analyzing computer algorithms. It discusses key concepts like what an algorithm and program are, common algorithm design techniques like divide-and-conquer and greedy methods, and how to analyze algorithms' time and space complexity. The goals of analyzing algorithms are to understand their behavior, improve efficiency, and determine whether problems can be solved within a reasonable time frame.
This document discusses time and space complexity analysis of algorithms. It analyzes the time complexity of bubble sort, which is O(n^2) as each pass through the array requires n-1 comparisons and there are n passes needed. Space complexity is typically a secondary concern to time complexity. Time complexity analysis allows comparison of algorithms to determine efficiency and whether an algorithm will complete in a reasonable time for a given input size. NP-complete problems cannot be solved in polynomial time but can be verified in polynomial time.
Divide and Conquer Algorithms - D&C forms a distinct algorithm design technique in computer science, wherein a problem is solved by repeatedly invoking the algorithm on smaller occurrences of the same problem. Binary search, merge sort, Euclid's algorithm can all be formulated as examples of divide and conquer algorithms. Strassen's algorithm and Nearest Neighbor algorithm are two other examples.
The document discusses divide and conquer algorithms. It describes divide and conquer as a design strategy that involves dividing a problem into smaller subproblems, solving the subproblems recursively, and combining the solutions. It provides examples of divide and conquer algorithms like merge sort, quicksort, and binary search. Merge sort works by recursively sorting halves of an array until it is fully sorted. Quicksort selects a pivot element and partitions the array into subarrays of smaller and larger elements, recursively sorting the subarrays. Binary search recursively searches half-intervals of a sorted array to find a target value.
PPT on Analysis Of Algorithms.
The ppt includes Algorithms,notations,analysis,analysis of algorithms,theta notation, big oh notation, omega notation, notation graphs
Design & Analysis of Algorithms Lecture NotesFellowBuddy.com
FellowBuddy.com is an innovative platform that brings students together to share notes, exam papers, study guides, project reports and presentation for upcoming exams.
We connect Students who have an understanding of course material with Students who need help.
Benefits:-
# Students can catch up on notes they missed because of an absence.
# Underachievers can find peer developed notes that break down lecture and study material in a way that they can understand
# Students can earn better grades, save time and study effectively
Our Vision & Mission – Simplifying Students Life
Our Belief – “The great breakthrough in your life comes when you realize it, that you can learn anything you need to learn; to accomplish any goal that you have set for yourself. This means there are no limits on what you can be, have or do.”
Like Us - https://www.facebook.com/FellowBuddycom
The document discusses various searching and sorting algorithms. It describes linear search, binary search, and interpolation search for searching unsorted and sorted lists. It also explains different sorting algorithms like bubble sort, selection sort, insertion sort, quicksort, shellsort, heap sort, and merge sort. Linear search searches sequentially while binary search uses divide and conquer. Sorting algorithms like bubble sort, selection sort, and insertion sort are in-place and have quadratic time complexity in the worst case. Quicksort, mergesort, and heapsort generally have better performance.
The document provides an introduction to algorithms through a lecture on fundamentals of algorithm analysis. It defines an algorithm as a finite sequence of unambiguous instructions to solve a problem. Characteristics of algorithms like inputs, outputs, definiteness and finiteness are discussed. The document also describes various algorithm design techniques like brute force, divide and conquer and greedy algorithms. It explains steps to write algorithms using pseudo code and discusses validating, analyzing, testing programs and specifying algorithms through pseudo code and flowcharts.
The document discusses time and space complexity analysis of algorithms. Time complexity measures the number of steps to solve a problem based on input size, with common orders being O(log n), O(n), O(n log n), O(n^2). Space complexity measures memory usage, which can be reused unlike time. Big O notation describes asymptotic growth rates to compare algorithm efficiencies, with constant O(1) being best and exponential O(c^n) being worst.
The document discusses the knapsack problem and greedy algorithms. It defines the knapsack problem as an optimization problem where given constraints and an objective function, the goal is to find the feasible solution that maximizes or minimizes the objective. It describes the knapsack problem has having two versions: 0-1 where items are indivisible, and fractional where items can be divided. The fractional knapsack problem can be solved using a greedy approach by sorting items by value to weight ratio and filling the knapsack accordingly until full.
We will discuss the following: Sorting Algorithms, Counting Sort, Radix Sort, Merge Sort.Algorithms, Time Complexity & Space Complexity, Algorithm vs Pseudocode, Some Algorithm Types, Programming Languages, Python, Anaconda.
Algorithm And analysis Lecture 03& 04-time complexity.Tariq Khan
This document discusses algorithm efficiency and complexity analysis. It defines key terms like algorithms, asymptotic complexity, Big O notation, and different complexity classes. It provides examples of analyzing time complexity for different algorithms like loops, nested loops, and recursive functions. The document explains that Big O notation allows analyzing algorithms independent of machine or input by focusing on the highest order term as the problem size increases. Overall, the document introduces methods for measuring an algorithm's efficiency and analyzing its time and space complexity asymptotically.
The document discusses the divide and conquer algorithm design paradigm. It begins by defining divide and conquer as recursively breaking down a problem into smaller sub-problems, solving the sub-problems, and then combining the solutions to solve the original problem. Some examples of problems that can be solved using divide and conquer include binary search, quicksort, merge sort, and the fast Fourier transform algorithm. The document then discusses control abstraction, efficiency analysis, and uses divide and conquer to provide algorithms for large integer multiplication and merge sort. It concludes by defining the convex hull problem and providing an example input and output.
Performance analysis(Time & Space Complexity)swapnac12
The document discusses algorithms analysis and design. It covers time complexity and space complexity analysis using approaches like counting the number of basic operations like assignments, comparisons etc. and analyzing how they vary with the size of the input. Common complexities like constant, linear, quadratic and cubic are explained with examples. Frequency count method is presented to determine tight bounds of time and space complexity of algorithms.
1. Introduction to time and space complexity.
2. Different types of asymptotic notations and their limit definitions.
3. Growth of functions and types of time complexities.
4. Space and time complexity analysis of various algorithms.
The document discusses the greedy method algorithmic approach. It provides an overview of greedy algorithms including that they make locally optimal choices at each step to find a global optimal solution. The document also provides examples of problems that can be solved using greedy methods like job sequencing, the knapsack problem, finding minimum spanning trees, and single source shortest paths. It summarizes control flow and applications of greedy algorithms.
The document discusses sorting algorithms. It begins by defining sorting as arranging data in logical order based on a key. It then discusses internal and external sorting methods. For internal sorting, all data fits in memory, while external sorting handles data too large for memory. The document covers stability, efficiency, and time complexity of various sorting algorithms like bubble sort, selection sort, insertion sort, and merge sort. Merge sort uses a divide-and-conquer approach to sort arrays with a time complexity of O(n log n).
The document discusses several sorting algorithms including selection sort, insertion sort, bubble sort, merge sort, and quick sort. It provides details on how each algorithm works including pseudocode implementations and analyses of their time complexities. Selection sort, insertion sort and bubble sort have a worst-case time complexity of O(n^2) while merge sort divides the list into halves and merges in O(n log n) time, making it more efficient for large lists.
The document discusses algorithm analysis and asymptotic notation. It defines algorithm analysis as comparing algorithms based on running time and other factors as problem size increases. Asymptotic notation such as Big-O, Big-Omega, and Big-Theta are introduced to classify algorithms based on how their running times grow relative to input size. Common time complexities like constant, logarithmic, linear, quadratic, and exponential are also covered. The properties and uses of asymptotic notation for equations and inequalities are explained.
This document provides an overview of a lecture on designing and analyzing computer algorithms. It discusses key concepts like what an algorithm and program are, common algorithm design techniques like divide-and-conquer and greedy methods, and how to analyze algorithms' time and space complexity. The goals of analyzing algorithms are to understand their behavior, improve efficiency, and determine whether problems can be solved within a reasonable time frame.
Python is a popular programming language created in 1991 by Guido van Rossum. It can be used for web development, software development, mathematics, and system scripting. Python code can be executed immediately as it is written due to its interpreter system, allowing for quick prototyping. It works across different platforms and has a simple, English-like syntax. Common data types in Python include numeric, string, list, and tuple types.
Python is the choice llanguage for data analysis,
The aim of this slide is to provide a comprehensive learning path to people new to python for data analysis. This path provides a comprehensive overview of the steps you need to learn to use Python for data analysis.
This document provides information about an algorithms course, including the course syllabus and topics that will be covered. The course topics include introduction to algorithms, analysis of algorithms, algorithm design techniques like divide and conquer, greedy algorithms, dynamic programming, backtracking, and branch and bound. It also covers NP-hard and NP-complete problems. The syllabus outlines 5 units that will analyze performance, teach algorithm design methods, and solve problems using techniques like divide and conquer, dynamic programming, and backtracking. It aims to help students choose appropriate algorithms and data structures for applications and understand how algorithm design impacts program performance.
18 css101j pps unit 1
Evolution of Programming & Languages - Problem Solving through Programming - Creating Algorithms - Drawing Flowcharts - Writing Pseudocode - Evolution of C language, its usage history - Input and output functions: Printf and scanf - Variables and identifiers – Expressions - Single line and multiline comments - Constants, Keywords - Values, Names, Scope, Binding, Storage Classes - Numeric Data types: integer - floating point - Non-Numeric Data types: char and string - Increment and decrement operator - Comma, Arrow and Assignment operator - Bitwise and Sizeof operator
The document discusses Big O notation, which is used to classify algorithms based on how their running time scales with input size. It provides examples of common Big O notations like O(1), O(log n), O(n), O(n^2), and O(n!). The document also explains that Big O looks only at the fastest growing term as input size increases. Well-chosen data structures can help reduce an algorithm's Big O complexity. For example, searching a sorted list is O(log n) rather than O(n) for an unsorted list.
This document discusses the objectives and topics of the CS-311 Design and Analysis of Algorithms course. The objectives are to design algorithms using techniques like divide and conquer, develop problem solving skills, and analyze algorithms to compare efficiencies. An algorithm is defined as a sequence of unambiguous instructions to solve a problem. Sorting algorithms like selection sort and merge sort are presented as examples and analyzed based on time complexity. The process of solving a problem with algorithms includes understanding the problem, designing a solution, implementing and testing code, and analyzing performance. Key constructs like sequences, selections, iterations, and recursion are discussed for analyzing time complexity of algorithms.
A gentle introduction to algorithm complexity analysisLewis Lin 🦊
This document introduces algorithm complexity analysis and "Big O" notation. It aims to help programmers and students understand this theoretical computer science topic in a practical way. The document motivates algorithm complexity analysis by explaining how it allows formal comparison of algorithms' speed independently of implementation details. It then provides an example analysis of finding the maximum value in an array to illustrate counting the number of basic instructions an algorithm requires.
The document outlines the topics covered in a 5-day Certified Python Programmer For Data Science course. Day 1 covers an introduction to programming and Python basics. Day 2 covers Jupyter Notebook, functions, modules, object-oriented programming. Day 3 covers working with files, JSON data, and web scraping. Day 4 introduces NumPy, Pandas, and Matplotlib for data analysis and visualization. Day 5 covers machine learning and a capstone project.
This document provides an overview of algorithms including definitions, characteristics, design, and analysis. It defines an algorithm as a finite step-by-step procedure to solve a problem and discusses their key characteristics like input, definiteness, effectiveness, finiteness, and output. The document outlines the design of algorithms using pseudo-code and their analysis in terms of time and space complexity using asymptotic notations like Big O, Big Omega, and Big Theta. Examples are provided to illustrate linear search time complexity and the use of different notations to determine algorithm efficiency.
Design and Analysis of Algorithm ppt for unit onessuserb7c8b8
The document outlines an algorithms course, including course details, objectives, and an introduction. The course code is 10211CS202 and name is Design and Analysis of Algorithms. It has 4 credits and meets for 6 hours per week. The course aims to teach fundamental techniques for effective problem solving, analyzing algorithm performance, and designing efficient algorithms. It covers topics like sorting, searching, and graph algorithms.
Which library should you choose for data-science? That's the question!Anastasia Bobyreva
This talk presents you the data-science ecosystem in two languages : Python and Scala. It demonstrates the use of their libraries on real dataset to solve binary classification problem with decision tree algorithm.
The document provides an introduction and overview of the Design and Analysis of Algorithms course. It covers key topics like asymptotic notations and their properties, analyzing recursive and non-recursive algorithms, divide-and-conquer algorithms like quicksort and mergesort, and sorting algorithms like heap sort. Examples of insertion sort and analysis of its worst-case running time of O(n2) are provided. Asymptotic notation like Big-O, Ω, and Θ are introduced to analyze algorithms' time complexities as the problem size n approaches infinity.
The document provides information on several popular deep learning frameworks: TensorFlow, Caffe, Theano, Torch, CNTK, and Keras. It describes each framework's creator, license, programming languages supported, and brief purpose or use. TensorFlow is noted as the most popular framework, created by Google for machine learning research. Caffe is described as the fastest, Theano as most efficient, Torch is used by Facebook AI, CNTK for high scalability, and Keras for easy experimentation across frameworks. The document also provides examples of building and running computational graphs in TensorFlow.
Lecture 4: How it Works: Convolutional Neural NetworksMohamed Loey
We will discuss the following: Filtering, Convolution, Convolution layer, Normalization, Rectified Linear Units, Pooling, Pooling layer, ReLU layer, Deep stacking, Fully connected layer.
We will discuss the following: Deep vs Machine Learning, Superstar Researchers, Superstar Companies, Deep Learning, Deep Learning Requirements, Deep Learning Architectures, Convolution Neural Network, Case studies, LeNet,AlexNet, ZFNet, GoogLeNet, VGGNet, ResNet, ILSVRC, MNIST, CIFAR-10, CNN Optimization , NVIDIA TITAN X.
We will discuss the following: Artificial Neural Network, Perceptron Learning Example, Artificial Neural Network Training Process, Forward propagation, Backpropagation, Classification of Handwritten Digits, Neural Network Zoo.
Lecture 1: Deep Learning for Computer VisionMohamed Loey
This document discusses how deep learning has helped advance computer vision capabilities. It notes that deep learning can help bridge the gap between pixels and meaning by allowing computers to recognize complex patterns in images. It provides an overview of related fields like image processing, machine learning, artificial intelligence, and computer graphics. It also lists some specific applications of deep learning like object detection, image classification, and generating descriptive text. Students are then assigned a task to research how deep learning has improved one particular topic and submit a two-page summary.
Design of an Intelligent System for Improving Classification of Cancer DiseasesMohamed Loey
The methodologies that depend on gene expression profile have been able to detect cancer since its inception. The previous works have spent great efforts to reach the best results. Some researchers have achieved excellent results in the classification process of cancer based on the gene expression profile using different gene selection approaches and different classifiers
Early detection of cancer increases the probability of recovery. This thesis presents an intelligent decision support system (IDSS) for early diagnosis of cancer-based on the microarray of gene expression profiles. The problem of this dataset is the little number of examples (not exceed hundreds) comparing to a large number of genes (in thousands). So, it became necessary to find out a method for reducing the features (genes) that are not relevant to the investigated disease to avoid overfitting. The proposed methodology used information gain (IG) for selecting the most important features from the input patterns. Then, the selected features (genes) are reduced by applying the Gray Wolf Optimization algorithm (GWO). Finally, the methodology exercises support vector machine (SVM) for cancer type classification. The proposed methodology was applied to three data sets (breast, colon, and CNS) and was evaluated by the classification accuracy performance measurement, which is most important in the diagnosis of diseases. The best results were gotten when integrating IG with GWO and SVM rating accuracy improved to 96.67% and the number of features was reduced to 32 feature of the CNS dataset.
This thesis investigates several classification algorithms and their suitability to the biological domain. For applications that suffer from high dimensionality, different feature selection methods are considered for illustration and analysis. Moreover, an effective system is proposed. In addition, Experiments were conducted on three benchmark gene expression datasets. The proposed system is assessed and compared with related work performance.
We will discuss the following: Classical Security Methods, AAA, Authentication, Authorization, Accounting, AAA Characteristic, Local Based AAA, Server Based AAA, TACACS+ and RADIUS.
We will discuss the following: CCNAS Overview, Threats Landscape, Hackers Tools, Tools. Kali Linux Parrot Linux Cisco Packet Tracer Wireshark Denial of Service
Distributed DoS
Man In The Middle
Phishing
Vishing
Smishing
Pharming
Sniffer
Password Attack
We will discuss the following: Graph, Directed vs Undirected Graph, Acyclic vs Cyclic Graph, Backedge, Search vs Traversal, Breadth First Traversal, Depth First Traversal, Detect Cycle in a Directed Graph.
Deep Learning - Overview of my work IIMohamed Loey
Deep Learning Machine Learning MNIST CIFAR 10 Residual Network AlexNet VGGNet GoogleNet Nvidia Deep learning (DL) is a hierarchical structure network which through simulates the human brain’s structure to extract the internal and external input data’s features
We will discuss the following: RSA Key generation , RSA Encryption , RSA Decryption , A Real World Example, RSA Security.
https://www.youtube.com/watch?v=x7QWJ13dgGs&list=PLKYmvyjH53q13_6aS4VwgXU0Nb_4sjwuf&index=7
Computer Security Lecture 4.1: DES Supplementary MaterialMohamed Loey
We will discuss the following: Data Encryption Standard, DES Algorithm, DES Key Creation
https://www.youtube.com/watch?v=1-lF4dePpts&list=PLKYmvyjH53q13_6aS4VwgXU0Nb_4sjwuf
https://mloey.github.io/
We will discuss the following: Develop Project Charter, Develop Project Management Plan, Direct and Manage Project Work, Monitor and Control Project Work, Perform Integrated Change Control, Close Project or Phase.
Computer Security Lecture 4: Block Ciphers and the Data Encryption StandardMohamed Loey
We will discuss the following: Stream Ciphers and Block Ciphers, Data Encryption Standard, DES Algorithm, DES Key Creation, DES Encryption, The Strength Of DES.
https://www.youtube.com/watch?v=1-lF4dePpts&list=PLKYmvyjH53q13_6aS4VwgXU0Nb_4sjwuf
Parenting Teens: Supporting Trust, resilience and independencePooky Knightsmith
For more information about my speaking and training work, visit: https://www.pookyknightsmith.com/speaking/
SESSION OVERVIEW:
Parenting Teens: Supporting Trust, Resilience & Independence
The teenage years bring new challenges—for teens and for you. In this practical session, we’ll explore how to support your teen through emotional ups and downs, growing independence, and the pressures of school and social life.
You’ll gain insights into the teenage brain and why boundary-pushing is part of healthy development, along with tools to keep communication open, build trust, and support emotional resilience. Expect honest ideas, relatable examples, and space to connect with other parents.
By the end of this session, you will:
• Understand how teenage brain development affects behaviour and emotions
• Learn ways to keep communication open and supportive
• Explore tools to help your teen manage stress and bounce back from setbacks
• Reflect on how to encourage independence while staying connected
• Discover simple strategies to support emotional wellbeing
• Share experiences and ideas with other parents
Ray Dalio How Countries go Broke the Big CycleDadang Solihin
A complete and practical understanding of the Big Debt Cycle. A much more practical understanding of how supply and demand really work compared to the conventional economic thinking. A complete and practical understanding of the Overall Big Cycle, which is driven by the Big Debt Cycle and the other major cycles, including the big political cycle within countries that changes political orders and the big geopolitical cycle that changes world orders.
Artificial intelligence Presented by JM.jmansha170
AI (Artificial Intelligence) :
"AI is the ability of machines to mimic human intelligence, such as learning, decision-making, and problem-solving."
Important Points about AI:
1. Learning – AI can learn from data (Machine Learning).
2. Automation – It helps automate repetitive tasks.
3. Decision Making – AI can analyze and make decisions faster than humans.
4. Natural Language Processing (NLP) – AI can understand and generate human language.
5. Vision & Recognition – AI can recognize images, faces, and patterns.
6. Used In – Healthcare, finance, robotics, education, and more.
Owner By:
Name : Junaid Mansha
Work : Web Developer and Graphics Designer
Contact us : +92 322 2291672
Email : [email protected]
RE-LIVE THE EUPHORIA!!!!
The Quiz club of PSGCAS brings to you a fun-filled breezy general quiz set from numismatics to sports to pop culture.
Re-live the Euphoria!!!
QM: Eiraiezhil R K,
BA Economics (2022-25),
The Quiz club of PSGCAS
Trends Spotting Strategic foresight for tomorrow’s education systems - Debora...EduSkills OECD
Deborah Nusche, Senior Analyst, OECD presents at the OECD webinar 'Trends Spotting: Strategic foresight for tomorrow’s education systems' on 5 June 2025. You can check out the webinar on the website https://oecdedutoday.com/webinars/ Other speakers included: Deborah Nusche, Senior Analyst, OECD
Sophie Howe, Future Governance Adviser at the School of International Futures, first Future Generations Commissioner for Wales (2016-2023)
Davina Marie, Interdisciplinary Lead, Queens College London
Thomas Jørgensen, Director for Policy Coordination and Foresight at European University Association
Analysis of Quantitative Data Parametric and non-parametric tests.pptxShrutidhara2
This presentation covers the following points--
Parametric Tests
• Testing the Significance of the Difference between Means
• Analysis of Variance (ANOVA) - One way and Two way
• Analysis of Co-variance (One-way)
Non-Parametric Tests:
• Chi-Square test
• Sign test
• Median test
• Sum of Rank test
• Mann-Whitney U-test
Moreover, it includes a comparison of parametric and non-parametric tests, a comparison of one-way ANOVA, two-way ANOVA, and one-way ANCOVA.
How to Configure Vendor Management in Lunch App of Odoo 18Celine George
The Vendor management in the Lunch app of Odoo 18 is the central hub for managing all aspects of the restaurants or caterers that provide food for your employees.
THERAPEUTIC COMMUNICATION included definition, characteristics, nurse patient...parmarjuli1412
The document provides an overview of therapeutic communication, emphasizing its importance in nursing to address patient needs and establish effective relationships. THERAPEUTIC COMMUNICATION included some topics like introduction of COMMUNICATION, definition, types, process of communication, definition therapeutic communication, goal, techniques of therapeutic communication, non-therapeutic communication, few ways to improved therapeutic communication, characteristics of therapeutic communication, barrier of THERAPEUTIC RELATIONSHIP, introduction of interpersonal relationship, types of IPR, elements/ dynamics of IPR, introduction of therapeutic nurse patient relationship, definition, purpose, elements/characteristics , and phases of therapeutic communication, definition of Johari window, uses, what actually model represent and its areas, THERAPEUTIC IMPASSES and its management in 5th semester Bsc. nursing and 2nd GNM students
Slides from a Capitol Technology University presentation covering doctoral programs offered by the university. All programs are online, and regionally accredited. The presentation covers degree program details, tuition, financial aid and the application process.
Adam Grant: Transforming Work Culture Through Organizational PsychologyPrachi Shah
This presentation explores the groundbreaking work of Adam Grant, renowned organizational psychologist and bestselling author. It highlights his key theories on giving, motivation, leadership, and workplace dynamics that have revolutionized how organizations think about productivity, collaboration, and employee well-being. Ideal for students, HR professionals, and leadership enthusiasts, this deck includes insights from his major works like Give and Take, Originals, and Think Again, along with interactive elements for enhanced engagement.
This presentation was provided by Jennifer Gibson of Dryad, during the first session of our 2025 NISO training series "Secrets to Changing Behavior in Scholarly Communications." Session One was held June 5, 2025.
Completed Sunday 6/8. For Weekend 6/14 & 15th. (Fathers Day Weekend US.) These workshops are also timeless for future students TY. No admissions needed.
A 9th FREE WORKSHOP
Reiki - Yoga
“Intuition-II, The Chakras”
Your Attendance is valued.
We hit over 5k views for Spring Workshops and Updates-TY.
Thank you for attending our workshops.
If you are new, do welcome.
Grad Students: I am planning a Reiki-Yoga Master Course (As a package). I’m Fusing both together.
This will include the foundation of each practice. Our Free Workshops can be used with any Reiki Yoga training package. Traditional Reiki does host rules and ethics. Its silent and within the JP Culture/Area/Training/Word of Mouth. It allows remote healing but there’s limits As practitioners and masters, we are not allowed to share certain secrets/tools. Some content is designed only for “Masters”. Some yoga are similar like the Kriya Yoga-Church (Vowed Lessons). We will review both Reiki and Yoga (Master tools) in the Course upcoming.
S9/This Week’s Focus:
* A continuation of Intuition-2 Development. We will review the Chakra System - Our temple. A misguided, misused situation lol. This will also serve Attunement later.
Thx for tuning in. Your time investment is valued. I do select topics related to our timeline and community. For those seeking upgrades or Reiki Levels. Stay tuned for our June packages. It’s for self employed/Practitioners/Coaches…
Review & Topics:
* Reiki Is Japanese Energy Healing used Globally.
* Yoga is over 5k years old from India. It hosts many styles, teacher versions, and it’s Mainstream now vs decades ago.
* Anything of the Holistic, Wellness Department can be fused together. My origins are Alternative, Complementary Medicine. In short, I call this ND. I am also a metaphysician. I learnt during the 90s New Age Era. I forget we just hit another wavy. It’s GenZ word of Mouth, their New Age Era. WHOA, History Repeats lol. We are fusing together.
* So, most of you have experienced your Spiritual Awakening. However; The journey wont be perfect. There will be some roller coaster events. The perks are: We are in a faster Spiritual Zone than the 90s. There’s more support and information available.
(See Presentation for all sections, THX AGAIN.)
How to Create Quotation Templates Sequence in Odoo 18 SalesCeline George
In this slide, we’ll discuss on how to create quotation templates sequence in Odoo 18 Sales. Odoo 18 Sales offers a variety of quotation templates that can be used to create different types of sales documents.
How to Manage & Create a New Department in Odoo 18 EmployeeCeline George
In Odoo 18's Employee module, organizing your workforce into departments enhances management and reporting efficiency. Departments are a crucial organizational unit within the Employee module.
Strengthened Senior High School - Landas Tool Kit.pptxSteffMusniQuiballo
Landas Tool Kit is a very helpful guide in guiding the Senior High School students on their SHS academic journey. It will pave the way on what curriculum exits will they choose and fit in.
Rose Cultivation Practices by Kushal Lamichhane.pdfkushallamichhame
This includes the overall cultivation practices of Rose prepared by:
Kushal Lamichhane (AKL)
Instructor
Shree Gandhi Adarsha Secondary School
Kageshowri Manohara-09, Kathmandu, Nepal
Unit- 4 Biostatistics & Research Methodology.pdfKRUTIKA CHANNE
Blocking and confounding (when a third variable, or confounder, influences both the exposure and the outcome) system for Two-level factorials (a type of experimental design where each factor (independent variable) is investigated at only two levels, typically denoted as "high" and "low" or "+1" and "-1")
Regression modeling (statistical model that estimates the relationship between one dependent variable and one or more independent variables using a line): Hypothesis testing in Simple and Multiple regression models
Introduction to Practical components of Industrial and Clinical Trials Problems: Statistical Analysis Using Excel, SPSS, MINITAB®️, DESIGN OF EXPERIMENTS, R - Online Statistical Software to Industrial and Clinical trial approach
2. Analysis and Design of Algorithms
Algorithms
Time Complexity & Space Complexity
Algorithm vs Pseudocode
Some Algorithm Types
Programming Languages
Python
Anaconda
3. Analysis and Design of Algorithms
An algorithm is a set of steps of operations to solve a
problem performing calculation, data processing,
and automated reasoning tasks.
An algorithm is the best way to represent the
solution of a particular problem in a very simple and
efficient way.
5. Analysis and Design of Algorithms
Analysis: predict the cost of an algorithm in terms of
resources and performance
Design: creating an efficient algorithm to solve a
problem in an efficient way using minimum time and
space.
7. Analysis and Design of Algorithms
Time Complexity is a function describing the amount of time
required to run an algorithm in terms of the size of the input.
Space Complexity is a function describing the amount of
memory an algorithm takes in terms of the size of input to the
algorithm.
8. Analysis and Design of Algorithms
Time Complexity
What make algorithm “fast”?
Space Complexity
How much memory is used?
9. Analysis and Design of Algorithms
Input: sequence <a1, a2, …, an> of numbers.
Output: permutation <a'1, a'2, …, a'n> such that
a'1 a'2 … a'n .
Example:
Input
Output
8 12 5 9 2
2 5 8 9 12
10. Analysis and Design of Algorithms
An algorithm is a formal definition with some specific characteristics
that describes a process. Generally, the word "algorithm" can be
used to describe any high level task in computer science.
Pseudocode is an informal and human readable description of an
algorithm leaving many details of it. Writing a pseudocode has no
restriction of styles and its only objective is to describe the high level
steps of algorithm.
11. Analysis and Design of Algorithms
Algorithm: Selection Sort
Input: A list L of integers of length n
Output: A sorted list L1 containing those integers present in L
Step1: Find the minimum value in the list L
Step2: Swap it with the value in the current position
Step3: Repeat this process for all the elements until the entire list is sorted
Step 4: Return the sorted list L1
Step 5: Stop
12. Analysis and Design of Algorithms
Pseudocode : Selection Sort
for j ← 1 to n-1
smallest ← j
for i ← j + 1 to n
if A[ i ] < A[ smallest ]
smallest ← i
Exchange A[ j ] ↔ A[ smallest ]
13. Analysis and Design of Algorithms
Sorting
Algorithms
Searching
Algorithms
Graph
Algorithms
Patterns
Algorithms
Numerical
Algorithms
14. Analysis and Design of Algorithms
Sorting Algorithms are to rearrange the items of a given
list in non decreasing order.
Searching Algorithms deal with finding a given value,
called a search key, in a given set.
15. Analysis and Design of Algorithms
Pattern (String) Algorithms deal with string which comprise
letters, numbers, and special characters; bit strings, which
comprise zeros and ones; and gene sequences
Numerical Algorithms deal with mathematical problems that
solving equations and systems of equations, computing
definite integrals ,evaluating functions, and so on.
16. Analysis and Design of Algorithms
Graph Algorithms deal with graphs. Graph can be thought of
as a collection of points called vertices, some of which are
connected by line segments called edges. Graphs can be used
for modeling a wide variety of applications, including
transportation, communication, social and economic
networks, project scheduling, and games.
17. Analysis and Design of Algorithms
All algorithms can be coded using any programming language
such as ( Pyhton, C++, Java, PHP, JavaScript, C#, …)
The most used programming language in this course is Python
Why Python???
18. Analysis and Design of Algorithms
1) Easy to Understand:
Python is very high level language, Python reads like English.
Python is incredibly easy to learn and use.
2) Python Has Amazing Libraries
When you’re working on bigger projects, libraries can really help
you save time and cut down on the initial development cycle.
19. Analysis and Design of Algorithms
NumPy
SciPy
Matplotlib Pandas
Scikit Learn
Statsmodels Seaborn
Scrapy
Keras
20. Analysis and Design of Algorithms
3) Supportive community
Python has documentation, guides, tutorials and more. Plus, the
developer community is incredibly active.
4) Great Corporate Sponsor
C# has Microsoft, Java has Sun and PHP is used by Facebook.
Google adopted Python heavily back in 2006, and they’ve used it
for many platforms and applications since.