【摘 要】
：
Combinatorics is a fundamental discipline of modern mathematics which studies discrete objects and their properties.This minisymposium we propose will focus
【机 构】
：
Univ.of Sci.&Tech.of China
论文部分内容阅读
Combinatorics is a fundamental discipline of modern mathematics which studies discrete objects and their properties.This minisymposium we propose will focus on the subfield of extremal and probabilistic combinatorics,which has witnessed an exciting development over the past decades,and also has many striking practical applications in mathematical optimization,computer science,statistical physics and voting society.We aim to bring the top researchers to the minisymposium,where they will present the recent progress,discuss open challenges,exchange research ideas,and initiate new collaborations.We expect a minisymposium of this nature to have a lasting impact on the future of the subject.
其他文献
A kinetic model for wealth distribution within a population based on the kinetic theory for active particles is presented,where individuals are characterize
In this talk,we will consider a multi-scale dynamical system arising in mathematical biology.The various parameters involved in the models that very at diff
The multilevel Monte Carlo(MLMC)method-introduced by Giles for rapid valuation of financial assets modeled by SDEs-has found numerous applications in other
In this talk I will review the hydrodynamic limits from kinetic equations in domain with boundary.Incompressible Navier-Stokes equations can be derived from
In this talk we will study the generalized polynomial chaos(g-PC)approach to hyperbolic and kinetic equations with uncertain coefficients/inputs,and multipl
Kinetic equations are widely used to model complex systems occurring in gas dynamics and transport phenomenon,as examples.In these applications,it is common
One well-studied election procedure specifies a complete binary tree with leaves labeled by the candidates,and evaluates it by running pairwise elections be
In 1970's,Erd(o)os and Hajnal conjectured that for any numbers k and g,there exists a number f(k,g),such that every graph with chromatic number at least f(k
This paper proves that if a signed graph is(12k-1)-edge connected and is essentialy(k=1-unbalanaced,then its circlar flow number is atmost 2+1/k.
Capacitive deionization is a novel electrochemical desalination technology.Salt water flows between two oppositely polarized porous carbon electrodes and is