Related papers: Blocking sets in small finite linear spaces II
This paper studies {\em strong blocking sets} in the $N$-dimensional finite projective space $\mathrm{PG}(N,q)$. We first show that certain unions of blocking sets cannot form strong blocking sets, which leads to a new lower bound on the…
A report on the works hep-th/9411050, q-alg/9412017, q-alg/9503013, q-alg/9506011 and a joint work with R.Bezrukavnikov.
Withdrawn paper because the results are recycled in several other papers and a new definition of T-homotopy is proposed in math.AT/0505152.
Minimal linear codes are in one-to-one correspondence with special types of blocking sets of projective spaces over a finite field, which are called strong or cutting blocking sets. In this paper we prove an upper bound on the minimal…
This document is a brief summary of progress that has been made on the problems posed in the document "Twenty Open Problems in Enumeration of Matchings" (also available from this server as math.CO/9801060). NOTE: This article has now been…
The present paper refers to the theory and the practice of the systems regarding non-linear systems and their applications. We aimed the integration of these systems to elaborate their response as well as to highlight some outstanding…
In this paper we replay the definitions, constructions and results from [SIAM J. Sci. Comp., 37(3)(2015), A1248-A1269] by completing and developing some of them to inconsistent least squares problems.
This supplementary part of the paper gr-qc 9312038 contains the necessary proofs of the claims stated in the main part.
We construct solutions of the vacuum vector constraint equations on manifolds with cylindrical ends.
This brief exposition presents some basic properties of scalable monoids and quantity spaces, introduced in arXiv:1408.5024
Reply to arXiv:1903.09201.
This document contains additional information for the paper: J. Quer. Fields of definition of building blocks, Math. Comp. 78 (2009), no. 265, pp. 537--554. It contains a description of the implementation in Magma of the algorithms and…
Part I. Some Facts From p-Adic Analysis. Part II. Tables of Integrals.
This is a position paper written as an introduction to the special volume on quantum algorithms I edited for the journal Mathematical Structures in Computer Science (Volume 20 - Special Issue 06 (Quantum Algorithms), 2010).
This paper gives a short introduction into the metric theory of spaces with dilations.
This paper was witdrawn by the authors.
In this paper we consider the problem of minimizing area subject to a volume constraint in a given convex set.
I provide some comments on Arithmetic Teichmuller Spaces constructed in my paper arXiv:2106.11452.
In this paper, we give a approximation characterization, embedding properties and the duality of matrix weighted modulation spaces.
I survey problems concerning Lindelof spaces which have partial set- theoretic solutions.