this study concerns to analyze femininity identity by psychoanalysis approach of lacan. psychoanalysis is certainly one of the most areas of debate within feminist artists. the main question of this research is: “how does video art show the femininity identity?” so, initially we tried to categorize different influential concepts of lacan’s psychoanalysis which is necessary to get to know his at...

1. Introduction. This paper is a direct successor to [8], "Partition identities'', henceforward referred to as PL The lecture presented under the title of the present paper [9] can be roughly broken into three parts. Part 1 was a historical survey; Part 2 presented the basic elements of the theory of partition ideals and discussed partition ideals of order 1 since they possess rather elegant pr...

Equilibrium probabilities of identity by descent (IBD), for pairs of genes within individuals, for genes between individuals within subpopulations, and for genes between subpopulations are calculated in metapopulation models with fixed or varying colony sizes. A continuous-time analog to the Moran model was used in either case. For fixed-colony size both propagule and migrant pool models were c...

the controversial theories of modern physics created a remarkable revolution in twentieth-century literature. the progressive novelists of the century, inspired by the concepts in quantum mechanics, expressed the concerns of living in the modern world in the form of non-linear, heterogeneous writing based on doubt. in his autobiographical work, entitled w or the childhood memory, george perec p...

In this paper, we introduce a new generalization of weakly prime ideals called $I$-prime. Suppose $R$ is a commutative ring with identity and $I$ a fixed ideal of $R$. A proper ideal $P$ of $R$ is $I$-prime if for $a, b in R$ with $ab in P-IP$ implies either $a in P$ or $b in P$. We give some characterizations of $I$-prime ideals and study some of its properties.  Moreover, we give conditions  ...

We give an elementary probabilistic proof of a binomial identity. The proof is obtained by computing the probability of a certain event in two different ways, yielding two different expressions for the same quantity. The goal of this note is to give a simple (and interesting) probabilistic proof of the binomial identity n ∑ k=0 ( n k ) (−1) θ θ + k = n ∏ k=1 k θ + k , for all θ > 0 and all n ∈ ...