• 検索結果がありません。

Venu G. Menon ) JA  JFCO B ?JEKKI FIAJI

N/A
N/A
Protected

Academic year: 2022

シェア "Venu G. Menon ) JA  JFCO B ?JEKKI FIAJI"

Copied!
1
0
0

読み込み中.... (全文を見る)

全文

(1)

Venu G. Menon

A note on topology of Z-continuous posets

Comment.Math.Univ.Carolinae 37,4 (1996) 821-824.

Abstract: Z-continuous posets are common generalizations of continuous posets, completely distributive lattices, and unique factorization posets. Though the alge- braic properties of Z-continuous posets had been studied by several authors, the topological properties are rather unknown. In this short note an intrinsic topology on aZ-continuous poset is defined and its properties are explored.

Keywords: Z-continuous posets, intrinsic topology AMS Subject Classification: 06B30, 06B35, 54F05

1

参照

関連したドキュメント

These embeddings use shift maps of F and provide concrete geometric realizations of subgroups of F of the form F m × Z n which are known to be quasi-isometrically embedded by work

Besides address- ing two historical problems in fixed point theory, this result is applied to obtain new general coincidence and fixed point theorems for single-valued and

In this paper we consider other weighted Lipschitz integral spaces that contain those defined in [P], and we obtain results on pairs of weights related to the boundedness of I γ

Submitted December 22, 2007, accepted in final form June 10, 2008 AMS 2000 Subject classification: primary 60G17, secondary 60G05, 60G44 Keywords: game-theoretic probability,

Making use of the generalized hypergeometric functions, we introduce some gen- eralized class of k−uniformly convex and starlike functions and for this class, we settle the

SCHWAIGER, The stability of some functional equations for generalized hyperbolic functions and for the generalized hyperbolic functions and for the generalized cosine equation,

Analytic, p-valent; starlikeness; convexity; Hadamard product (convolution)... In [3] Dziok and Raina extended the linear operator by using Wright’s generalized

Bourbaki [5]: if F is a compact subset of a topological group G, then the natural mapping of the product space G ×F onto G, given by the product operation in G, is perfect (that