Add to ORKGIn this work we discuss generalizations of the classical Bernstein and Markov type inequalities for polynomials and we present some new inequalities for the kth Frechet derivative of homogeneous polynomials on real and complex L-p (mu) spaces. We also give applications to homogeneous polynomials and symmetric multilinear mappings in L-p (mu) spaces. Finally, Bernstein's inequality for homogeneous polynomials on both real and complex Hilbert spaces has been discussed
AbstractOur object is to present an independent proof of the extension of V.A. Markov's theorem to G...
AbstractBernstein's theorem asserts that if p:C→C is a polynomial of degree m, then its derivative p...
AbstractOn compact sets preserving Markov's inequality, Bernstein-type conditions for a continuous f...
In this work we discuss generalizations of the classical Bernstein and Markov type inequalities for ...
In an answer to a question raised by chemist Mendeleev, A. Markov proved that if is a real polynom...
AbstractFor a polynomial Pn of total degree n and a bounded convex set S it will be shown that for 0...
In this paper we study various polynomial inequalities for 2-homogeneous polynomials on the circular...
subsets of [−1,1] and [−π,π], respectively. The primary purpose of this noteis to extend Markov’sand...
Introduction This expository article shows how classical inequalities for the derivative of polynom...
AbstractIn this paper we complete some results of (J. Approx. Theory69 (1992), 156-166) and give a g...
We study an inequality between the L p-mean of the (n - 1)th derivative of an algebraic polynomial o...
We extend Markov's, Bernsteins's, and Videnskii's inequalities to arbitrary subsets o...
AbstractOn compact sets preserving Markov's inequality, Bernstein-type conditions for a continuous f...
Bernstein- andMarkov-type inequalities are discussed for the derivatives of trigonomet-ric and algeb...
AbstractBernstein–Markov-type inequalities provide estimates for the norms of derivatives of algebra...
AbstractOur object is to present an independent proof of the extension of V.A. Markov's theorem to G...
AbstractBernstein's theorem asserts that if p:C→C is a polynomial of degree m, then its derivative p...
AbstractOn compact sets preserving Markov's inequality, Bernstein-type conditions for a continuous f...
In this work we discuss generalizations of the classical Bernstein and Markov type inequalities for ...
In an answer to a question raised by chemist Mendeleev, A. Markov proved that if is a real polynom...
AbstractFor a polynomial Pn of total degree n and a bounded convex set S it will be shown that for 0...
In this paper we study various polynomial inequalities for 2-homogeneous polynomials on the circular...
subsets of [−1,1] and [−π,π], respectively. The primary purpose of this noteis to extend Markov’sand...
Introduction This expository article shows how classical inequalities for the derivative of polynom...
AbstractIn this paper we complete some results of (J. Approx. Theory69 (1992), 156-166) and give a g...
We study an inequality between the L p-mean of the (n - 1)th derivative of an algebraic polynomial o...
We extend Markov's, Bernsteins's, and Videnskii's inequalities to arbitrary subsets o...
AbstractOn compact sets preserving Markov's inequality, Bernstein-type conditions for a continuous f...
Bernstein- andMarkov-type inequalities are discussed for the derivatives of trigonomet-ric and algeb...
AbstractBernstein–Markov-type inequalities provide estimates for the norms of derivatives of algebra...
AbstractOur object is to present an independent proof of the extension of V.A. Markov's theorem to G...
AbstractBernstein's theorem asserts that if p:C→C is a polynomial of degree m, then its derivative p...
AbstractOn compact sets preserving Markov's inequality, Bernstein-type conditions for a continuous f...