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Symmetry analysis of reversible Markov chains
Reversible markov chain orbital diagram characteristic vector；the mixture of markov chain an arbitrary number
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2015/8/11
We show how to use subgroups of the symmetry group of a reversible Markov chain to give useful bounds on eigenvalues and their multiplicity. We supplement classical representation theoretic tools invo...
An approach to joint analysis of longitudinal measurements and competing risks failure time data
longitudinal measurements risks failure time data
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2015/3/18
Joint analysis of longitudinal measurements and survival data has received much attention in recent
years. However, previous work has primarily focused on a single failure type for the event time. In...
The alpha-calculus-cum-alpha-analysis of r-th order derivative of zeta(s,alpha)
Hurwitz zeta function Bernoulli polynomials /numbers Number Theory
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2011/9/14
Abstract: For the higher order derivative(with respect to the first variable) of Hurwitz zeta function,we discuss as a function of the second variable,the location and the nature of its singularities ...
Operations on polytopes: application to tolerance analysis
Three dimensional Dimension Chain Geometric Specification Contact Specification Functional Requirement Polytope Tolerance.
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2011/9/29
This article presents numerical methods in order to solve problems of tolerance analysis. A geometric specification, a contact specification and a functional
requirement can be respectively character...
Max-plus analysis on some binary particle systems
Max-plus analysis binary particle systems
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2010/12/28
We concern with a special class of binary cellular automata, i.e., the so-called particle cellular automata (PCA) in the present paper. We first propose max-plus expressions to PCA of 4 neighbors.
Higher-order Fourier analysis of $\mathbb{F}_p^n$ and the complexity of systems of linear forms
Higher-order Fourier analysis linear forms
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2010/11/24
Consider a subset $A$ of $\mathbb{F}_p^n$ and a decomposition of its indicator function as the sum of two bounded functions $1_A=f_1+f_2$. For every family of linear forms, we find the smallest degre...
The 3rd International Workshop on Matrix Analysis and Applications（第三届国际矩阵分析与应用会议）
第三届 矩阵分析
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2009/3/31
Purpose:
The workshop aims to stimulate research and interaction of mathematicians and scientists in all aspects of linear algebra and matrix analysis and their applications and to provide an opport...