نتایج جستجو برای: e cancellative

تعداد نتایج: 1017175  

2000
Victoria Gould

The aim of this paper is to study certain quasivarieties of left ample monoids. Left ample monoids are monoids of partial one–one mappings of sets closed under the operation α 7→ αα−1. The idempotents of a left ample monoid form a semilattice and have a strong influence on the structure of the monoid; however, a left ample monoid need not be inverse. Every left ample monoid has a maximum right ...

2017
Miguel A. Méndez Rafael Sánchez

We introduce a new algebraic construction, monop, that combines monoids (with respect to the product of species), and operads (monoids with respect to the substitution of species) in the same algebraic structure. By the use of properties of cancellative set-monops we construct a family of partially ordered sets whose prototypical examples are the Dowling lattices. They generalize the partition ...

2007
S Ravi Kumar Ronitt Rubinfeld

Given an n n table of a cancellative operation on a domain of size n, we investigate the complexity of determining whether is close (equal on most pairs of inputs) to an associative, commutative, and cancellative group operation 0. We show that one can perform such a test in O(n) time. In contrast, quadratic time is necessary and sufficient to test that a given operation is cancellative, associ...

Journal: :Bulletin of the Australian Mathematical Society 1994

Journal: :Electr. J. Comb. 2011
Hoda Bidkhori ShinnYih Huang

We use information theory to study recovering sets RL and strongly cancellative sets CL on different lattices. These sets are special classes of recovering pairs and cancellative sets previously discussed in the papers of Simonyi, Frankl, and Füredi. We mainly focus on the lattices Bn and D k l . Specifically, we find upper bounds and constructions for the sets RBn , CBn , and CDk l .

2011
Gary Gruenhage Robert W. Heath

Z. Feng and R.W. Heath proved that any separable linearly ordered space (LOTS) which is a cancellative topological semigroup must be metrizable. In this note, we show that the same holds more generally for CCC LOTS by proving that no Souslin line admits a continuous cancellative binary operation. We also show that no Lindelöf Aronszajn line admits such an operation.

Journal: :Combinatorics, Probability and Computing 2007

In this paper we define $varphi$-Connes module amenability of a dual Banach algebra $mathcal{A}$ where $varphi$ is a bounded $w_{k^*}$-module homomorphism from $mathcal{A}$ to $mathcal{A}$. We are mainly concerned with the study of $varphi$-module normal virtual diagonals. We show that if $S$ is a weakly cancellative inverse semigroup with subsemigroup $E$ of idemp...

1996
Harald Ganzinger Uwe Waldmann Leo Bachmair Deepak Kapur David Plaisted Georg Struth

We describe a re ned superposition calculus for cancellative abelian monoids. They encompass not only abelian groups, but also such ubiquitous structures as the natural numbers or multisets. Both the AC axioms and the cancellation law are di cult for a general purpose superposition theorem prover, as they create many variants of clauses which contain sums. Our calculus requires neither explicit...

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