The Russian style of formulating mathematical problems means that nobody will be able to simplify your formulation as opposed to the French style which means that nobody will be able to generalize it,—Vladimir Arnold
The Chebyshev polynomials are orthogonal polynomials used in many disparate areas of pure and applie...
Decomposition of a polynomial as a Sum of squares of polynomials (SOS) is one of the classical metho...
Polynomials are well known for their ability to improve their properties and for their applicability...
The Russian style of formulating mathematical problems means that nobody will be able to simplify yo...
This article focuses on those problems about extremal properties of polynomials that were considered...
In traditional computer algebra on polynomials, we have assumed that the coefficients of polynomials...
Tato práce obsahuje úlohy vedoucí na soustavy polynomiálních rovnic v Evropě od 5. do 16. století, z...
Problem: Textbooks offer different definitions for polynomials. Examples: • Expressions over a ring...
summary:The article presents a way to solve some types of problems on simplifying algebraic expressi...
SIGLECNRS T 69249 / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
ABSTRACT. Most of the “extremal problems ” of Harmonic (or Fourier) Analysis which emerged before th...
Polynomial calculus is a Hilbert-style proof system in which lines are polynomials modulo x2 = x (fo...
This book is dedicated to mathematics-based topics that are driven by practical problems whose solut...
This shows one of the solutions of the equation. The algebraic formulas for solutions to polynomial ...
AbstractWe give a method, based on algebraic geometry, to show lower bounds for the complexity of po...
The Chebyshev polynomials are orthogonal polynomials used in many disparate areas of pure and applie...
Decomposition of a polynomial as a Sum of squares of polynomials (SOS) is one of the classical metho...
Polynomials are well known for their ability to improve their properties and for their applicability...
The Russian style of formulating mathematical problems means that nobody will be able to simplify yo...
This article focuses on those problems about extremal properties of polynomials that were considered...
In traditional computer algebra on polynomials, we have assumed that the coefficients of polynomials...
Tato práce obsahuje úlohy vedoucí na soustavy polynomiálních rovnic v Evropě od 5. do 16. století, z...
Problem: Textbooks offer different definitions for polynomials. Examples: • Expressions over a ring...
summary:The article presents a way to solve some types of problems on simplifying algebraic expressi...
SIGLECNRS T 69249 / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
ABSTRACT. Most of the “extremal problems ” of Harmonic (or Fourier) Analysis which emerged before th...
Polynomial calculus is a Hilbert-style proof system in which lines are polynomials modulo x2 = x (fo...
This book is dedicated to mathematics-based topics that are driven by practical problems whose solut...
This shows one of the solutions of the equation. The algebraic formulas for solutions to polynomial ...
AbstractWe give a method, based on algebraic geometry, to show lower bounds for the complexity of po...
The Chebyshev polynomials are orthogonal polynomials used in many disparate areas of pure and applie...
Decomposition of a polynomial as a Sum of squares of polynomials (SOS) is one of the classical metho...
Polynomials are well known for their ability to improve their properties and for their applicability...
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