• Complain

Gabbouj Moncef. - Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition

Here you can read online Gabbouj Moncef. - Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition full text of the book (entire story) in english for free. Download pdf and epub, get meaning, cover and reviews about this ebook. City: Berlin;Heidelberg, year: 2014, publisher: Springer Berlin Heidelberg : Imprint: Springer, genre: Romance novel. Description of the work, (preface) as well as reviews are available. Best literature library LitArk.com created for fans of good reading and offers a wide selection of genres:

Romance novel Science fiction Adventure Detective Science History Home and family Prose Art Politics Computer Non-fiction Religion Business Children Humor

Choose a favorite category and find really read worthwhile books. Enjoy immersion in the world of imagination, feel the emotions of the characters or learn something new for yourself, make an fascinating discovery.

Gabbouj Moncef. Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition
  • Book:
    Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition
  • Author:
  • Publisher:
    Springer Berlin Heidelberg : Imprint: Springer
  • Genre:
  • Year:
    2014
  • City:
    Berlin;Heidelberg
  • Rating:
    4 / 5
  • Favourites:
    Add to favourites
  • Your mark:
    • 80
    • 1
    • 2
    • 3
    • 4
    • 5

Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition: summary, description and annotation

We offer to read an annotation, description, summary or preface (depends on what the author of the book "Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition" wrote himself). If you haven't found the necessary information about the book — write in the comments, we will try to find it.

Chap. 1 Introduction -- Chap. 2 Optimization Techniques -- Chap. 3 Particle Swarm Optimization -- Chap. 4 Multidimensional Particle Swarm Optimization -- Chap. 5 Improving Global Convergence -- Chap. 6 Dynamic Data Clustering -- Chap. 7 Evolutionary Artificial Neural Networks -- Chap. 8 Personalized ECG Classification -- Chap. 9 Image Classification Through a Collective Network of Binary Classifiers -- Chap. 10 Evolutionary Feature Synthesis for Image Retrieval.;For many engineering problems we require optimization processes with dynamic adaptation as we aim to establish the dimension of the search space where the optimum solution resides and develop robust techniques to avoid the local optima usually associated with multimodal problems. This book explores multidimensional particle swarm optimization, a technique developed by the authors that addresses these requirements in a well-defined algorithmic approach. After an introduction to the key optimization techniques, the authors introduce their unified framework and demonstrate its advantages in challenging application domains, focusing on the state of the art of multidimensional extensions such as global convergence in particle swarm optimization, dynamic data clustering, evolutionary neural networks, biomedical applications and personalized ECG classification, content-based image classification and retrieval, and evolutionary feature synthesis. The content is characterized by strong practical considerations, and the book is supported with fully documented source code for all applications presented, as well as many sample datasets. The book will be of benefit to researchers and practitioners working in the areas of machine intelligence, signal processing, pattern recognition, and data mining, or using principles from these areas in their application domains. It may also be used as a reference text for graduate courses on swarm optimization, data clustering and classification, content-based multimedia search, and biomedical signal processing applications.

Gabbouj Moncef.: author's other books


Who wrote Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition? Find out the surname, the name of the author of the book and a list of all author's works by series.

Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition — read online for free the complete book (whole text) full work

Below is the text of the book, divided by pages. System saving the place of the last page read, allows you to conveniently read the book "Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition" online for free, without having to search again every time where you left off. Put a bookmark, and you can go to the page where you finished reading at any time.

Light

Font size:

Reset

Interval:

Bookmark:

Make
Serkan Kiranyaz , Turker Ince and Moncef Gabbouj Adaptation, Learning, and Optimization Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition 2014 10.1007/978-3-642-37846-1_1 Springer-Verlag Berlin Heidelberg 2014
1. Introduction
Serkan Kiranyaz 1
(1)
Department of Signal Processing, Tampere University of Technology, 33101 Tampere, Finland
(2)
Department of Electrical and Electronics Engineering, Izmir University of Economics, Sakarya Cd. No 156, 35330 Balcova, Izmir, Turkey
Serkan Kiranyaz (Corresponding author)
Email:
Turker Ince
Email:
Moncef Gabbouj
Email:
Abstract
Optimization as a generic term is defined by the Merriam-Webster dictionary as: an act, process, or methodology of making something (as a design, system, or decision) as fully perfect, functional, or effective as possible; specifically: the mathematical procedures (as finding the maximum of a function) involved in this.
God always takes the simplest way
Albert Einstein
Optimization as a generic term is defined by the Merriam-Webster dictionary as: an act, process, or methodology of making something (as a design, system, or decision) as fully perfect, functional, or effective as possible; specifically: the mathematical procedures (as finding the maximum of a function) involved in this.
Dante Aligheiri, around the year 1300, elevated the simple principle of optimization to a virtue:
  • All that is superfluous displeases God and Nature
  • All that displeases God and Nature is evil.
A number of medieval philosophers and thinkers defended the principle that nature strives for the optimal or the best path. For instance, the famous French mathematician Maupertuis proclaimed: If there occur some changes in nature, the amount of action necessary for this change must be as small as possible. This was also indicated by William of Occam, the most influential philosopher of the fourteenth century, who quoted the principle of Economics as: Entities are not to be multiplied beyond necessity . In science this is best known as: What can be done with fewer is done in vain with more . Above all, optimization is founded and developed by a certain type of ingenious and creative people, the so-called Engineers. As a common misconception, English speakers tend to think that the word engineering is related to the word of engine, thus engineers are people who work with engines. In fact, the word engineer comes from the French word ingnieur which derives from the same Latin roots as the words ingenuity and genius. Therefore, Optimization is the very essence of engineering as engineers (at least the good ones) are not interested with any solution of a given problem, but the best possible or as fully perfect, functional, or effective as possible one. In short, engineering is the art of creating optimum solutions and the optimality therein can be defined by the conditions and constraints of the problem in hand.
The first step of the solution lies in the mathematical modeling of the problem and its constraints. A mathematical model is needed for the proper representation of the variables, features, and constraints. Once the model is formulated in terms of a so-called objective function, then an efficient mathematical optimization technique can be developed to search for the extremum point of the function, which corresponds to the optimum solution of the problem. In mathematical terms, let Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition - image 1 be the objective function from a set S to the real numbers. An optimization technique searches for the extremum point Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition - image 2 in S such that either Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition - image 3 or Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition - image 4 for all x in S . In this way the original problem within which an optimal solution is sought, is transformed to an equivalent (or sometimes approximating) function optimization problem. The original problem can be a multi-objective problem where there is more than one objective present. For example, one might wish to design a video encoder with the lowest possible complexity and highest compression rate. There will be one design with the lowest complexity but possibly with an inferior compression rate and another one with the highest compression rate but possibly with a very high complexity. Obviously, there will be an infinite number of encoders with some compromise of complexity and compression efficiency. As these objectivesusuallyconflict with each other, a trade-off will naturally occur. One way to tackle this kind of problem is to perform a regularization technique, which will properly blend the two or multiple objectives into a single objective function.
1.1 Optimization Era
The optimization era started with the early days of Newton, Lagrange, and Cauchy. Particularly, the development of the mathematical foundations such as differential calculus methods that are capable of moving toward an optimum of a function was possible thanks to the contributions of Newton, Gauss, and Leibnitz to calculus. Cauchy proposed the first steepest descent method to solve unconstrained optimization problems. Furthermore, Bernoulli, Euler, Lagrange, Fermat, and Weistrass developed the foundations of function minimization in calculus while Lagrange invented the method of optimization for constrained problems using the unknown multipliers called after him, i.e., Lagrange multipliers. After the second half of the twentieth century, with the invention of digital computers, massive number of new techniques and algorithms were developed to solve complex optimization problems and such ongoing efforts stimulated further research on different and entirely new areas in optimization era. A major breakthrough was linear programming, which was invented by George Dantzig. To name few other milestones in this area:
  • Kuhn and Tucker in 1951 carried out studies later leading to the research on Nonlinear programming , which is the general case where the objective function or the constraints or both contain nonlinear parts.
  • Bellman in 1957 presented the principle of optimality for Dynamic programming with an optimization strategy based on splitting the problem into smaller sub-problems. The equation given by his name describes the relationship between these sub-problems.
  • Combinatorial optimization is a generic term for a set of optimization methods encapsulating operations research, algorithm theory, and computational complexity theory. Methods in this domain search for a set of feasible solutions in discrete spaces with the goal of finding the optimum solution where exhaustive (or sequential) search is not feasible. It has important applications in several fields, including artificial intelligence, machine learning, mathematics, and software engineering. It is also applied to certain optimization problems that involve uncertainty. For example, many real-world problems almost invariably include some unknown parameters.
Next page
Light

Font size:

Reset

Interval:

Bookmark:

Make

Similar books «Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition»

Look at similar books to Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition. We have selected literature similar in name and meaning in the hope of providing readers with more options to find new, interesting, not yet read works.


Reviews about «Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition»

Discussion, reviews of the book Multidimensional Particle Swarm Optimization for Machine Learning and Pattern Recognition and just readers' own opinions. Leave your comments, write what you think about the work, its meaning or the main characters. Specify what exactly you liked and what you didn't like, and why you think so.