in this paper,~some results on finite dimensional generating spaces of quasi-norm family are established.~the idea of equivalent quasi-norm families is introduced.~riesz lemma is established in this space.~finally,~we re-define b-s fuzzy norm and prove that it induces a generating space of quasi-norm family.

the present study was planned to investigate the efficiency of explicit teaching and adequacy of the l2 learners' exposure to l2 input in academic contexts in iran. the case at hand was the acquisition of referential, quasi and expletive subject pronouns, as three different types of obligatory subjects in english. 96 iranian efl learners were selected from two universities in isfahan. they were...

the present study sought to investigate the acquisition of referential, quasi and expletive subject pronouns, three different types of obligatory subjects in english, by adult persian speaking l2 learners of english at different stages of l2 acquisition. a grammaticality judgment test and a translation test were designed and developed to elicit the participants' knowledge of obligatory subjects...

Our main concern in this paper is the design of simplified filtering procedures for the quasi-optimal approximation of functions in subspaces of L2 generated from the translates of a function φ(x). Examples of signal representations that fall into this framework are Schoenberg’s polynomial splines of degree n, and the various multiresolution spaces associated with the wavelet transform. After a...

‎the notion of quasi-einstein metric in physics is equivalent to the notion of ricci soliton in riemannian spaces‎. ‎quasi-einstein metrics serve also as solution to the ricci flow equation‎. ‎here‎, ‎the riemannian metric is replaced by a hessian matrix derived from a finsler structure and a quasi-einstein finsler metric is defined‎. ‎in compact case‎, ‎it is proved that the quasi-einstein met...