The best possible constant Anin an inequality of Markov type (FORMULA PRESENTED)[(edenotes the sup-norm on the half real line [0,2) and pnis an arbitrary polynomial of degree at most n, is determined in terms of the weighted Chebyshev polynomials associated with the Laguerre weight e xon 0,2). © 2001 Academic Press
Markov-type inequalities provide upper bounds on the norm of the (higher order) derivative of an alg...
AbstractThis note presents a Markov-type inequality for polynomials in two variables where the Cheby...
In an answer to a question raised by chemist Mendeleev, A. Markov proved that if is a real polynom...
The best possible constant Anin an inequality of Markov type (FORMULA PRESENTED)[(edenotes the sup-n...
The best possible constant Anin an inequality of Markov type (FORMULA PRESENTED)[(edenotes the sup-n...
AbstractThe best possible constant An in an inequality of Markov type [ddx(e−xpn(x))][0, ∞)⩽An‖e−xpn...
The best possible constant A(n) in an inequality of Markov type parallel tod/dx(e(-x)p(n)(x))paralle...
AbstractThe best possible constant An in an inequality of Markov type [ddx(e−xpn(x))][0, ∞)⩽An‖e−xpn...
The best constant in Markov’s inequality on R for the Hermite weight is characterized in terms of th...
AbstractThere is a series of publications which have considered inequalities of Markov–Bernstein–Nik...
AbstractDenote by πn the set of all real algebraic polynomials of degree at most n and let Un≔{e-x2p...
AbstractLet ‖·‖ be the weighted L2-norm with Laguerre weight w(t)=tαe−t, α>−1. Let Pn be the set of ...
AbstractThe best constant in Markov′s inequality on R for the Hermite weight is characterized in ter...
Markov-type inequalities provide upper bounds on the norm of the (higher order) derivative of an alg...
We study the inequality between the uniform norm of the derivative of an algebraic polynomial of deg...
Markov-type inequalities provide upper bounds on the norm of the (higher order) derivative of an alg...
AbstractThis note presents a Markov-type inequality for polynomials in two variables where the Cheby...
In an answer to a question raised by chemist Mendeleev, A. Markov proved that if is a real polynom...
The best possible constant Anin an inequality of Markov type (FORMULA PRESENTED)[(edenotes the sup-n...
The best possible constant Anin an inequality of Markov type (FORMULA PRESENTED)[(edenotes the sup-n...
AbstractThe best possible constant An in an inequality of Markov type [ddx(e−xpn(x))][0, ∞)⩽An‖e−xpn...
The best possible constant A(n) in an inequality of Markov type parallel tod/dx(e(-x)p(n)(x))paralle...
AbstractThe best possible constant An in an inequality of Markov type [ddx(e−xpn(x))][0, ∞)⩽An‖e−xpn...
The best constant in Markov’s inequality on R for the Hermite weight is characterized in terms of th...
AbstractThere is a series of publications which have considered inequalities of Markov–Bernstein–Nik...
AbstractDenote by πn the set of all real algebraic polynomials of degree at most n and let Un≔{e-x2p...
AbstractLet ‖·‖ be the weighted L2-norm with Laguerre weight w(t)=tαe−t, α>−1. Let Pn be the set of ...
AbstractThe best constant in Markov′s inequality on R for the Hermite weight is characterized in ter...
Markov-type inequalities provide upper bounds on the norm of the (higher order) derivative of an alg...
We study the inequality between the uniform norm of the derivative of an algebraic polynomial of deg...
Markov-type inequalities provide upper bounds on the norm of the (higher order) derivative of an alg...
AbstractThis note presents a Markov-type inequality for polynomials in two variables where the Cheby...
In an answer to a question raised by chemist Mendeleev, A. Markov proved that if is a real polynom...
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