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深圳大学管理学院运筹学课件 EXPLORING RELATIONSHIPS。
A team of more than 80 mathematicians from 12 countries is charting the terrain of rich, new mathematical worlds, and sharing their discoveries on the Web. The mathematical universe is filled with bot...
Techniques for exploring the suboptimal set
Convex optimization Suboptimal set Support function Ellipsoidal approximations
2015/8/7
The epsilon-suboptimal set mathcal X_epsilon for an optimization problem is the set of feasible points with objective value within epsilon of optimal. In this paper we describe some basic techniques f...
EXPLORING THE EFFECTS OF SOCIAL PREFERENCE,ECONOMIC DISPARITY,AND HETEROGENEOUS ENVIRONMENTS ON SEGREGATION
subject classifications
2015/7/14
It is believed that social preference, economic disparity, and heterogeneous environments are mechanisms for segregation. However, it is difficult to unravel the exact role of each mechanism in such a...
mizar-items: Exploring fine-grained dependencies in the Mizar Mathematical Library
Mizar Mathematical Library mizar-items Digital Libraries
2011/10/9
Abstract: The Mizar Mathematical Library (MML) is a rich database of formalized mathematical proofs (see this http URL). Owing to its large size (it contains more than 1100 "articles" summing to nearl...
Methods of exploring energy diffusion in lattices with finite temperature
lattices energy diffusion finite temperature
2011/7/7
We discuss two methods for exploring energy diffusion in lattices with finite temperature in this paper. The first one is the energy-kick (EK) method. To apply this method, one adds an external energy...
Exploring Mount Neverest
Mount Neverest
2010/12/7
In one of the columns in the series ‘Perplexities’ in 1922, Henry Ernest Dudeney formulated the following problem:Professor Walkingholme, one of the exploring party, was allotted the special task of m...
Spectral Method for Exploring Patterns of Diblock Copolymers
Self-consistent field theory Diblock copolymer melt Initial value Phases Matsen-Schick’s method
2015/5/6
A numerical method in Fourier space is developed to solve the polymeric self-consistent field equations. The method does not require a priori sym-metric information. More significantly, periodic struc...