ego identity defined as a fundamental element of a person and as self-continuum, mental andinward image that an individual has about him or herself. this subject investigated in contemporary world, amply.for actualizing and testing this concept, four bases including achievement, moratorium, foreclosure and diffusionintroduced and based on this framework, and the effect of different factors on e...

In reduplication the segmental material of an affix resembles or is identical to that of the stem. To account for this, derivational theories hold that the reduplicant copies some or all of the features of the stem (Wilbur, 1973, and subsequent work). This contrasts with optimality theoretic Correspondence Theory where it is argued that the relationship between a reduplicant and its base should...

Ego identity defined as a fundamental element of a person and as self-continuum, mental andinward image that an individual has about him or herself. This subject investigated in contemporary world, amply.For actualizing and testing this concept, four bases including achievement, moratorium, foreclosure and diffusionintroduced and based on this framework, and the effect of different factors on e...

A study was conducted to explore whether participants in Northern Ireland attend to, and process information about, different group members as a function of a single dimension of category membership (religion) or as a function of additional and/or alternative bases for group membership. Utilizing a bogus 'newspaper story' paradigm, we explored whether participants would differentially recall ta...

In this paper, we exhibit an infinite basis of ω-identities for the ω-variety generated by the pseudovariety LSl, of semigroups which are locally semilattices, and we show that this ω-variety is not finitely based.

Using the theory of noncommutative symmetric functions, we introduce the higher order peak algebras (Sym(N))N≥1, a sequence of graded Hopf algebras which contain the descent algebra and the usual peak algebra as initial cases (N = 1 and N = 2). We compute their Hilbert series, introduce and study several combinatorial bases, and establish various algebraic identities related to the multisection...