getdoc8633. 230KB Jun 04 2011 12:04:37 AM
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We define and investigate a new class of harmonic multivalent functions defined by S˘ al˘ agean integral operator.. We obtain coefficient inequalities and distortion bounds for
In this paper, by using majorization inequalities, upper bounds on summations of eigenvalues (including the trace) of the solution for the Lyapunov matrix differential equation
In this paper, by constructing the equivalent form of the continuous algebraic Riccati equation (CARE) and applying some matrix inequalities, a new lower bounds solution of the CARE
A limiting formula is given for the spectral radius of the expanded graph when the lengths of some chains replacing the original edges tend to innity.. The proofs depend on
This paper concentrates on developing a method of getting sharper bounds for the spectral radius of a nonnegative irreducible matrix, utilizing the concept of Perron complement..
We use the evolving set methodology of Morris and Peres to show Cheeger inequalities for bounding the spectral gap of a finite ergodic Markov kernel. This leads to sharp versions
Keywords Wiener space, Sobolev spaces, Bismut-Driver formula, Logarithmic Sobolev inequal- ity, Capacities, Riemannian manifold path space.. AMS subject classification 60H07,
In fact it is standard to obtain estimates on the exit time distribution of a reversible Markov process from a region if one has an estimate from below of the spectral gap of
