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Tema: Understanding Computational Problem, Algorithms With Java

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    Predeterminado Understanding Computational Problem, Algorithms With Java


    066dd39f63ea8423949bf55c93b6ae42 - Understanding Computational Problem, Algorithms With  Java

    Understanding Computational Problem, Algorithms With Java
    Published 11/2023
    MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
    Language: English | Size: 1.42 GB | Duration: 1h 54m

    The conceptual and contextual model for understanding and solving computational problems with algorithm and Java

    What you'll learn
    Introduction to the birth of Science and Technology & the computational problem
    The algorithm and the model for solving computational problem
    Building a Linear model for solving computational problem
    Practical observation and application of the model for solving computational problems
    Understanding knowledge and Algorithms
    Humans Vs Algorithms and the Computer System
    How to build an algorithm (A program or computer system)
    Understanding what computer is all about
    How does a computer do the tasks (what we give it to do)?
    Requirements
    No requirements, suitable for beginners
    Description
    While we understand the concepts and context of programming languages, we often tend to encourage ourselves and other learners to dive into programming straightaway without understanding the programming principles well. This may be so due to lack of a directive system or a way to understand the principle. This paper, however, tends to provide a guiding system for learners to learn programming or algorithm well by following a model known as "a conceptual and contextual model" for understanding the world problems as being a computational problem affecting the algorithm design and implementation. This model aims to provide improvement in understanding the concept or principle of programming practices and applications. The model models the world problems in terms of vectors in the space that scale up with time in different dimensions. The dimension spectrum indicates the complexity of the problems that scale up from simple problems in the subspace to the complex problems in the whole space with time. The simple is modelled to be in the subspace whereas the complex ones modelled to be in the whole space. For example, smaller problems may be found at a point, 1D..in a straight line and complex problems are found in the 2D, 3D, up to some n for a deterministic system or to the infinity ? for non-deterministic system. The spectrums of the problems are the reason for the need of data structure such as sets, lists, dictionary, arrays to solve the computational in different dimension as done in some of the machine learning algorithms. For example, multidimensional array may be required as solve complex problem in the whole space as opposed to single dimensional arrays that may be required to solve problems in lower dimensions. Array of arrays may be needed to solve complex problems, whereas small problems may be manipulated and solved by using other primitives and variables without the need of many or single sets of data. This is how this model may help us think and reason out how design and implement algorithm to solve the world computational problems.
    Overview
    Section 1: Introduction
    Lecture 1 Introduction
    Lecture 2 Introduction Part 2
    Lecture 3 Introduction Part 3
    Lecture 4 Aims and objectives of the course
    Section 2: Introduction to the birth of Science and Technology & the computational problem
    Lecture 5 The birth of science and technology
    Lecture 6 Introduction to computational problems origin and location of occurrences
    Lecture 7 Introduction to computational problems origin and location of occurrences Recap
    Section 3: The algorithm and the model for solving computational problem
    Lecture 8 Discussion of algorithm, computational problems and how to solve them
    Lecture 9 Introduction to the computational problem and algorithm
    Lecture 10 Introduction to linear model for understanding computational problems & algorith
    Lecture 11 Computational problem complexity
    Section 4: Building a Linear model for solving computational problem
    Lecture 12 The Linear mode for the conceptual and contextual understanding of algorithms
    Lecture 13 Building the Model
    Lecture 14 Recap of Building the Model
    Lecture 15 Model summary & conclusion
    Suitable for those curious to learn object oriented programming, algorithm with Java, and software engineering

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