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... Abstract: In this paper we find the zero-free regions for a class of polynomials whose coefficients or their real and imaginary parts are restricted to certain conditions.. Mathematics[r] ... See full document

... Gulzar, Post Graduate Department of Mathematics, University of Kashmir, Srinagar 190006, [email protected] Second Author – A.W.Manzoor, Post Graduate Department of Mathematics, Universi[r] ... See full document

... Gulzar, On the Zeros of Complex Polynomials in a Given Circle, International Journal of Engineering Research and Development, Vol. Marden, Geometry of Polynomials,Math[r] ... See full document

... For a prestarlike function f of nonnegative order α , 0 ≤ α < 1, and a close-to-convex function zg of order α , the convolution g ∗ f is shown to be zero-free in the open unit disk. The result can be ... See full document

... (ii) P(N, NA) (P(M, AM)) provide a lower bound for distance of the state feed- back (output injection) system orbit S(A + BL, B) (S(A + KC,C)) from the family of uncontrollable (unobservable) systems. Proof: (i) It is ... See full document

... M.H.Gulzar, Ajaz Wani and Rubia Akhtar, Zero-free Regions and Bounds for the Number of Zeros of a Polynomial in a Region, International Journal of Advance Research in Science and Eng[r] ... See full document

... A large number of research papers have been published so far on the location in the complex plane of some or all of the zeros of a polynomial in terms of the coefficients of the polyno[r] ... See full document

... [2] M.H.Gulzar and Ajaz Wani,Some extensions and generalizations of the bounds for the zeros of a polynomial with restricted coefficients,International Journal of Advance Res[r] ... See full document

... We will review some basic results about the representations of the Brauer and the walled Brauer algebra. The two theories are very similar; we will concentrate on the walled Brauer (which is less familiar) and sketch the ... See full document

... Abstract In the last few years garbled circuits (GC) have been elevated from being merely a compo- nent in Yao’s protocol for secure two-party computation, to a cryptographic primitive in its own right, following the ... See full document

... sum (1.16) and the analogues of the expansions of hyperbolic cotangent and hy- perbolic tangent introduced in [20]. These results extend some known formulas [6, 7, 21]. We conclude this section by giving some identities ... See full document

... In the present paper we nvesugate the effecuveness of simdar sets of polynomials of two complex variables n polycyhnder and in Faber regions of the four dmensmnal space E.. KEY WORDS AND[r] ... See full document

... where ξ ν ( ) ω ’s are identically distributed random variables with mean zero and joint density function particularly defined and a ν ’s are nonzero real numbers which are finite . It is shown that for any ... See full document

... We have presented a method to detect protruding objects on curved surfaces. It was used to generate candidate objects for automated polyp detection. The method works by locally flattening the colon wall in order to ... See full document

... tions and agricultural production patterns. Thus, our new seven-region framework draws a more precise picture of regional specializa- tion. We apply the augmented index to a da- tabase, which covers more than 70 percent ... See full document

... is a set of measure zero, and therefore its complement is uncountable. The modules we will construct in the proof of the second claim will be syzygies in a totally acyclic complex with constant betti numbers b. ... See full document

... with polynomials where the valuations of all the coefficients were zero and we have an element of the reduced Gr¨ obner basis which has a coefficient with valuation a showing that unbounded valuations may ... See full document

... f x     a x is a non-zero element in J R      x    . By [6, Theorem 2.5], it is enough to show that f x   is adjacent to some element in W R      x    J  R    x   . In this regard, we ... See full document

... Zero free region & location of zero’s of a polynomial with restricted coefficients1. AijazAhmad, 2 Mushtaq.[r] ... See full document

... orthogonal polynomials has been recommended. The proposed orthogonal polynomials be contingent on transform coding system has the encoder, comprising of a polynomial transform operation tracked by ... See full document