in this paper, we deal with the subdierential concept onhadamard spaces. flat hadamard spaces are characterized, and nec-essary and sucient conditions are presented to prove that the subdif-ferential set in hadamard spaces is nonempty. proximal subdierentialin hadamard spaces is addressed and some basic properties are high-lighted. finally, a density theorem for subdierential set is establi...

introduction of modern architecture in iran and its popularization in 1950s and after, brought some new concepts in everyday life of iranian women, among which was “kitchen as heart of home-life”. younger members of current generation are grown in these modernized spaces while a bit older ones have experienced houses of traditional style. this study is designed to explore what previous concept ...

‎We prove that a remainder $Y$ of a non-locally compact‎ ‎rectifiable space $X$ is locally a $p$-space if and only if‎ ‎either $X$ is a Lindel"{o}f $p$-space or $X$ is $sigma$-compact‎, ‎which improves two results by Arhangel'skii‎. ‎We also show that if a non-locally compact‎ ‎rectifiable space $X$ that is locally paracompact has a remainder $Y$ which has locally a $G_{delta}$-diagonal‎, ‎then...

May 10, 2010 Type Package Title Robust tests for case-control genetic association studies Version 1.03 Date 2010-05-10 Author Yong ZANG , Wingkam FUNG , Gang ZHENG Maintainer Yong ZANG Depends R (>= 2.6.0), mvtnorm Description This package supplies several robust tests for case-control genetic association studies. The te...

November 6, 2009 Type Package Title Robust tests for case-control genetic association studies Version 1.01 Date 2009-11-06 Author Yong ZANG , Wingkam FUNG , Gang ZHENG Maintainer Yong ZANG Depends R (>= 2.6.0), mvtnorm Description This package supplies several robust tests for case-control genetic association studies. T...

A linear extension of a poset P is a permutation of the elements of the set that respects the partial order. Let L(P ) denote the number of linear extensions. It is a #P complete problem to determine L(P ) exactly for an arbitrary poset, and so randomized approximation algorithms that draw randomly from the set of linear extensions are used. In this work, the set of linear extensions is embedde...