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 Genetic Algorithms[1]

Convex Optimization
Author: Stephen Boyd and Lieven Vandenberghe  Language:
 Convex optimization problems arise frequently in many different fields. This book provides a comprehensive introduction to the subject, and shows in detail how such problems can be solved numerically . . . . .
Optimization and Dynamical Systems
Author: Uwe Helmke John B. Moore  Language:
Contents:Matrix Eigenvalue Methods; Double Bracket Isospectral Flows; Singular Value Decomposition; Linear Programming; Approximation and Control; Balanced Matrix Factorizations; Invariant Theory and . . . . .
Introduction to Tractability and Approximability of Optimization
Author: ianer Chen  Language:
Contents: Introduction; tractable problems; maximum flow; graph matching; linear programming; which problem are not tractable?; approximable problems; fully polynomial table time approximations scheme . . . . .
Optimization Algorithms on Matrix Manifolds
Author: P.-A. Absil, R. Mahony & R. Sepulchre  Language:
 Contents: 1. Introduction 2. Motivation and Applications 3. Matrix Manifolds: First-Order Geometry 4. Line-Search Algorithms on Manifolds 5. Matrix Manifolds: Second-Order Geometry 6. Newton’s Me . . . . .
Numerical Optimization -Constrained Optimization Lecture Notes
Author: Bülent Karasözen and Gerhard-Wilhelm Weber  Language:
Contents: Introduction; Linear Programming: Foundations and Simplex Method; Linear Programming: Interior-Point Methods; Nonlinear Programming: Feasible-Point Methods; Nonlinear Programming: Penalty an . . . . .
Optimization
Author: Pravin Varaiya  Language:
This is a re-issue of a book that has been out of print since 1975. It provides an introduction to mathematical programming, optimal control, and dynamic programming.
Statistical mechanics methods and phase transitions in optimization problems
Author: O.C. Martin, R. Monasson, R. Zecchina  Language:
Recently, it has been recognized that phase transitions play an important role in the probabilistic analysis of combinatorial optimization problems. However, there are in fact many other relations tha . . . . .
Optimisation Theory
Author: Dr Jan van den Heuvel  Language:
Contents: Introduction - Some Mathematical Background; Bounded and Compact Sets - Continuous Functions - Weierstrass' Theorem; Differentiation of Functions - Unconstrained Optimisation - First and Sec . . . . .
Semidefinite optimization
Author: László Lovász  Language:
Contents: introduction; prelimiaries; semidefinite programs; obtaining semidefinite programs; semidefinite programs in proofs; semidefinite programmins in approximation algorithms; contraint generatio . . . . .
Geometric control theory I: mathematical foundations
Author: Enrico Massa, Danilo Bruno, Enrico Pagani  Language:
A geometric setup for control theory is presented. The argument is developed through the study of the extremals of action functionals defined on piecewise differentiable curves, in the presence of dif . . . . .
An introduction to quantum filtering
Author: Luc Bouten, Ramon van Handel, Matthew James  Language:
This paper provides an introduction to quantum filtering theory. An introduction to quantum probability theory is given, focusing on the spectral theorem and the conditional expectation as a least squ . . . . .
Lecture notes: Semidefinite programs and harmonic analysis
Author: Frank Vallentin  Language:
Lecture notes: Semidefinite programs and harmonic analys
Theoretical and practical aspects of linear optimization
Author: Gerhard A. Tijssen  Language:
 Theoretical and practical aspects of linear optimization [Online Resource] / Gerhard A. Tijssen. - Cappelle a/d IJssel : Labyrint ; [Groningen] : [University Library Groningen] [Host], cop. 2000. - On . . . . .

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