Speaker change detection is an important task in multi-party interactions such as meetings and conversations. In this paper, we address the speaker from perspective of sequence transduction. Specifically, propose a novel encoder-decoder framework that directly converts input feature to identity sequence. The difference-based continuous integrate-and-fire mechanism designed support framework. It...

In the present paper we introduce some strongly convergent difference sequence spaces defined by a sequence of modulus functions F = (fk). We also study some topological properties and inclusion relations between these spaces. AMS Mathematics Subject Classification (2010): 40A05, 40C05, 46A45.

In this article we introduce some new difference sequence spaces with a real 2-normed linear space as base space and which are defined using a sequence of Orlicz functions, a bounded sequence of positive real numbers and a sequence of non-zero reals as multiplier sequence. We show that these spaces are complete paranormed spaces when the base space is a 2-Banach space and investigate these spac...

The idea of single difference sequence spaces was introduced by Kizmaz and this concept was generalized by various authors. In this paper, we define the sequence spaces χ2 (∆u,Mmn, p, s) and Λ2 (∆ γ u,Mmn, p, s) , where M = (Mmn) is a sequence of modulus functions, and examine some inclusion relations and properties of these spaces. 2000 Mathematics Subject Classification: 40A05,40C05,40D05.

In this article our aim to introduce some new Iconvergence difference sequence classes of fuzzy real numbers defined by sequence of modulus functions and studies some topological and algebraic properties. Also we establish some inclusion relations. MSC: 40A05, 40D25, 46A45, 46E30.

In this paper we introduce and investigate the multiplier difference sequence spaces c0(F , ∆(m), Λ, p), c(F , ∆ n (m), Λ, p) and `∞(F , ∆(m),Λ, p) defined by a sequence F= (fk) of modulus functions and p = (pk) be any bounded sequence of positive real numbers. We study their different properties like completeness, solidity, monotonicity, symmetricity etc. We also obtain some relations between ...