We demonstrate the exact solution of the asymptotics of the multiple packing prob- lem in a finite space with a sum-type metric. Previous article in issue
May 1, 2008 · Abstract. We present the exact solution of the asymptotics of the multiple packing problem in a finite space with a sum-type metric.
Multiple packing in sum-type metric spaces. Rudolf Ahlswede and Vladimir Blinovsky. Abstract. We present the exact solution of the asymptotics of the multiple ...
Oct 22, 2024 · This paper treats near-rings of zero-preserving Lipschitz functions on metric spaces that are also abelian groups, using pointwise addition of ...
We demonstrate the exact solution of the asymptotics of the multiple packing problem in a finite space with a sum-type metric. ResearchGate Logo. Discover ...
We present the exact solution of the asymptotics of the multiple packing problem in a finite space with a sum-type metric.
Bibliographic details on Multiple packing in sum-type metric spaces.
We present the exact solution of the asymptotics of the multiple packing problem in a finite space with a sum-type metric.
Apr 5, 2016 · There are two things you need to understand. The first is how to prove sphere packing bounds via harmonic analysis ("linear programming ...
Sep 25, 2020 · We show that a local doubling condition, with respect to the natural measure, implies pure-dimensionality. Then, we consider GCBA(k)-spaces ...
Missing: Multiple Sum-