Treffer 121 - 140 von 1.086

121

Asymptotic Behavior of Sobolev-Type Orthogonal Polynomials on the Unit Circle: Asymptotic behavior of Sobolev-type orthogonal polynomials on the unit circle
Francisco Marcellán ; Ana Foulquié Moreno ; K. Pan
Journal of Approximation Theory. 100:345-363

Orthogonal polynomials a... Mathematics(all) Numerical Analysis Polynomials and rational... Applied Mathematics 0101 mathematics
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122

On a polynomial inequality of E. J. Remez
Qazi I. Rahman ; Dimiter Dryanov
Proceedings of the American Mathematical Society. 128:1063-1070

Polynomials and rational... Zeros of polynomials, ra... Remez inequality Inequalities in the comp... 0101 mathematics Inequalities in approxim...
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123

On the Denseness of Rational Systems: On the denseness of rational systems
G. Min
Journal of Approximation Theory. 98:197-202

Approximation by rationa... Mathematics(all) Numerical Analysis Polynomials and rational... Applied Mathematics rational system
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124

On a discrete norm of the self-inversive unimodular polynomials: On a discrete norm of the self-inverse unimodular polynomials
M. Taghavi
Rendiconti del Circolo Matematico di Palermo. 48:237-242

Polynomials and rational... 0101 mathematics unimodular polynomial 01 natural sciences
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125

A Sharp Version of Mahler's Inequality for Products of Polynomials: A sharp version of Mahler's inequality for products of polynomials
Igor E. Pritsker ; András Kroó
Bulletin of the London Mathematical Society. 31:269-278

Polynomials and rational... sharp Mahler inequality 0101 mathematics products of polynomials 01 natural sciences Polynomials in number th...
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126

On a Schoenberg-type conjecture
Ambikeshwar Sharma ; M. De Bruin
Journal of Computational and Applied Mathematics. 105:221-228

Geometry of zeros Computational Mathematic... Zeros of polynomials, ra... Polynomials and rational... Applied Mathematics Weighted sums
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127

On the local asymptotics of Faber polynomials
Igor E. Pritsker
Proceedings of the American Mathematical Society. 127:2953-2960

General theory of confor... Visser-Ostrowski quotien... Asymptotic representatio... boundary values Polynomials and rational... Faber polynomials
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128

Proof of The Sendov Conjecture for Polynomials of Degree at Most Eight: Proof of the Sendov conjecture for polynomials of degree at most eight
Guangping Xiang ; Johnny E. Brown
Journal of Mathematical Analysis and Applications. 232:272-292

Polynomials and rational... Zeros of polynomials, ra... Applied Mathematics 0101 mathematics 01 natural sciences Analysis
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129

How the Roots of a Polynomial Vary with its Coefficients: A Local Quantitative Result: How the roots of a polynomial vary with its coefficients: A local quantitative result
Bernard Beauzamy
Canadian Mathematical Bulletin. 42:3-12

Walsh contraction princi... Polynomials and rational... roots of polynomials Bombieri's norm 0101 mathematics 16. Peace & justice
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130

On the Coefficients and Zeros of a Polynomial: On the coefficients and zeros of a polynomial
Dawei Shen
Journal of Approximation Theory. 96:405-410

Mathematics(all) Numerical Analysis inequalities polynomials Polynomials and rational... Applied Mathematics
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131

New integral mean estimates for polynomials
Abdul Aziz ; N. A. Rather
Proceedings Mathematical Sciences. 109:65-74

integral mean estimates polynomials inequalities Polynomials and rational... Inequalities in the comp... 0101 mathematics
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132

Calculating the Maximum Modulus of a Polynomial Using Steckin's Lemma: Calculating the maximum modulus of a polynomial using Steckin's lemma
J. J. Green
SIAM Journal on Numerical Analysis. 36:1022-1029

Steckin's lemma spectral radius numerical examples General theory of numeri... Numerical mathematical p... polynomial
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133

Equilibrium problems associated with fast decreasing polynomials
Arno B. J. Kuijlaars ; Peter D Dragnev
Proceedings of the American Mathematical Society. 127:1065-1074

Polynomials and rational... fast decreasing polynomi... Potentials and capacity,... Equilibrium measures balayage extremal support
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134

Small values of polynomials and potentials with $L_p$ normalization: Small values of polynomials and potentials with \(L_p\) normalization
D. S. Lubinsky
Proceedings of the American Mathematical Society. 127:529-536

\(L_p\) norm polynomials Polynomials and rational... Capacity and harmonic me... Potentials and capacity,... Cartan's lemma
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135

Nearest Singular Polynomials: Nearest singular polynomials
Wu Wenda ; Zhi Lihong
Journal of Symbolic Computation. 26:667-675

numerical examples Computational Mathematic... 03 medical and health sc... Algebra and Number Theor... 0302 clinical medicine Numerical mathematical p...
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136

An upper bound for the Laguerre polynomials
Zdzisław Lewandowski ; Jan Szynal
Journal of Computational and Applied Mathematics. 99:529-533

Orthogonal polynomials a... Computational Mathematic... Coefficient problems for... Polynomials and rational... Applied Mathematics Laguerre polynomials
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137

Lower Bounds for Norms of Products of Polynomials: Lower bounds for norms of products of polynomials
Carlos Benítez ; Yannis Sarantopoulos ; Andrew Tonge
Mathematical Proceedings of the Cambridge Philosophical Society. 124:395-408

(Spaces of) multilinear... Polynomials and rational... norms of products of pol... 0101 mathematics 01 natural sciences
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138

Hausdorff dimension and conformal dynamics, III: Computation of dimension: Hausdorff dimension and conformal dynamics. III: Computation of dimension
McMullen, Curtis
American Journal of Mathematics. 120:691-721

Fuchsian groups and auto... Conformal densities and... Polynomials and rational... 4. Education Kleinian groups (aspects... Julia sets
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139

Inequalities Concerning theLp-Norm of a Polynomial: Inequalities concerning the \(L^p\)-norm of a polynomial
K. K. Dewan ; Aijaz Ahmad Bhat ; Mohammad Sayeed Pukhta
Journal of Mathematical Analysis and Applications. 224:14-21

complex polynomials extremal problems \(L^p\) norm inequalities Polynomials and rational... Applied Mathematics
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140

On Some Classes of Polynomials Orthogonal on Arcs of the Unit Circle Connected with Symmetric Orthogonal Polynomials on an Interval: On some classes of polynomials orthogonal on arcs of the unit circle connected with symmetric orthogonal polynomials on an interval
Alexei Zhedanov
Journal of Approximation Theory. 94:73-106

sieved polynomials Mathematics(all) Numerical Analysis Askey-Wilson polynomials Polynomials and rational... Applied Mathematics
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