In 1978, Rudolf Ahlswede and David Daykin published a theorem which says that a certain inequality on nonnegative real valued functions for pairs of points in a finite distributive lattice extends additively to pairs of lattice subsets. It is an elegant theorem with widespread applications to inequa...
Tim Ahlswede is Arup's Architecture Services and Design Lead in Europe. For Tim, design is relationship work. It is wanting to understand clients and context. It is pragmatic philosophy, cocreation and social value. Design is planned improvisation. It is about the essential – How can we do...
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The seminal complete intersection theorem of Ahlswede and Khachatrian gives the maximum cardinality of a k k k -uniform t t t -intersecting family on n n n points, and describes all optimal families. We extend this theorem to several other settings: the weighted case, the case of infinitely...
Rudolf-Ahlswede网络勒菲特大学的阿斯威第网络释义 1. 勒菲特大学的阿斯威第 但德国俾勒菲特大学的阿斯威第(Rudolf Ahlswede),以及当时任职於香港中文大学的李硕彦、杨伟豪与蔡宁,在七年前发表 …mypaper.pchome.com.tw|基于3个网页© 2024 Microsoft 隐私声明和 Cookie 法律声明 广告 帮助 反馈...
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In a recent paper [1], Blahut suggested an efficient algorithm for computing rate-distortion functions. In this correspondence we show that the sequence of... I Csiszar - 《IEEE Transactions on Information Theory》 被引量: 69发表: 2003年 On the computation of rate-distortion functions (Corres...
A.J.Radcliffe and Zs.Szaniszló have given discussions about the extremal cases of the Ahlswede Cai inequality, and they have supplied the necessary conditions under which (A,B) is extremal pair, when k=1 and k=2. This paper proves that if (A,B) is set system pair satisfying the uppe...
Ahlswede and Khachatrian's diametric theorem is a weighted version of their complete intersection theorem, itself an extension of the $t$-intersecting Erd\H{o}s-Ko-Rado theorem. Their intersection theorem says that the maximum size of a family of subsets of $[n] = \{1, \dots, n\}$...
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