【摘 要】
：
Can we think of evaluating a 100-dimensional integral,I(F):= Z 1 0...Z 1 0 F(y1,...,y100)dy1 · · · dy100?Some scientists and engineers want to evaluate integ
【机 构】
：
TheUniversityofNewSouthWales-UNSWAustralia
【出 处】
：
2015 Workshop on Combinatorics(2015组合论学术研讨会)
论文部分内容阅读
Can we think of evaluating a 100-dimensional integral,I(F):= Z 1 0...Z 1 0 F(y1,...,y100)dy1 · · · dy100?Some scientists and engineers want to evaluate integrals in 100 or 1,000 or even 1 million dimensions.
其他文献
Based on joint works with Marianne Akian,LeRoy B.Beasley,Stephane Gaubert,Yaroslav Shitov
Adinkras are graphical tools created for the study of representations in supersymmetry that turn out to contain many connections with graded posets,the Tutt
Spherical designs and codes on complex unit sphere,by Roy and S.(2014) Journal of Combin.Des.with a connection to association schemes.
What is a dessin?Map an embedding i:Г→ C of a connected graph Г,possibly with multiple edges and loops,into anorientable closed surface C,such that eachcompo
Quasi-Monte Carlo rules are integration rules in which all weights are equal.An important special case:spherical designs
Space(X;μX):Hausdorff topological spaces X equipped with astrictly positive probability measure spaces μX.
Brief introduction to uniform design Background Measure of uniformity | discrepancy Combinatorial properties of uniform designs Three examples Construction meth
Unit sphere Distance Euclidean distance:x,y ∈ Sd,|x-y|2 = 2(1-x·y) Geodesic distance:x,y ∈ Sd,dist(x,y) =arccos(x·y)
Where I am from?Can Modern Math be Understood?"Most current mathematical research,since the 60s,is devoted to fancy situations:it brings solutions which nobody
1 D-stable matrices:definition,properties and examples 1 D-stable matrices:definition,properties and examples 2 D-positive matrices