Add to ORKGAbstract: By using Hermite-Pade approximates for the system of Markov functions are consisted a cyclic graph there are found rational approximations of the number π4are satisfying three-term recurrence relations.Note: Research direction:Mathematical problems and theory of numerical method
Abstract. The arithmetical nature of Euler’s constant γ is still unknown and even getting good ratio...
AbstractThe present paper establishes, by employing some new ideas, a nontrivial result of quantitat...
AbstractWe give an O(log n) algorithm to compute the nth convergent of a periodic continued fraction...
AbstractWe give a sharp lower bound for rational approximations to π by modifying the classical appr...
AbstractThe paper studies effective approximate solutions to combinatorial counting and unform gener...
We construct a new scheme of approximation of any multivalued algebraic function f (z) by a sequence...
AbstractThe main result concerns rational approximations to Markov-Stieltjes functions in the dual s...
AbstractFor a vector of k + 1 power series we introduce two new types of rational approximations, th...
AbstractWe construct a new scheme of approximation of any multivalued algebraic function f(z) by a s...
We present some generalization of Markoff's theory and an interpretation with finite sequences. This...
In this article we show the Markov-WZ Method in action as it finds rapidly converging series repre...
In this article we show the Markov-WZ Method in action as it finds rapidly converging series represe...
AbstractSome recurrence relations between adjacent elements in the rational Hermite interpolation ta...
© 2019, Kazan Federal University. All rights reserved. The best approximation by the irreducible fra...
Inspired by the results of Rhin and Viola (2001), the purpose of this work is to elaborate on a seri...
Abstract. The arithmetical nature of Euler’s constant γ is still unknown and even getting good ratio...
AbstractThe present paper establishes, by employing some new ideas, a nontrivial result of quantitat...
AbstractWe give an O(log n) algorithm to compute the nth convergent of a periodic continued fraction...
AbstractWe give a sharp lower bound for rational approximations to π by modifying the classical appr...
AbstractThe paper studies effective approximate solutions to combinatorial counting and unform gener...
We construct a new scheme of approximation of any multivalued algebraic function f (z) by a sequence...
AbstractThe main result concerns rational approximations to Markov-Stieltjes functions in the dual s...
AbstractFor a vector of k + 1 power series we introduce two new types of rational approximations, th...
AbstractWe construct a new scheme of approximation of any multivalued algebraic function f(z) by a s...
We present some generalization of Markoff's theory and an interpretation with finite sequences. This...
In this article we show the Markov-WZ Method in action as it finds rapidly converging series repre...
In this article we show the Markov-WZ Method in action as it finds rapidly converging series represe...
AbstractSome recurrence relations between adjacent elements in the rational Hermite interpolation ta...
© 2019, Kazan Federal University. All rights reserved. The best approximation by the irreducible fra...
Inspired by the results of Rhin and Viola (2001), the purpose of this work is to elaborate on a seri...
Abstract. The arithmetical nature of Euler’s constant γ is still unknown and even getting good ratio...
AbstractThe present paper establishes, by employing some new ideas, a nontrivial result of quantitat...
AbstractWe give an O(log n) algorithm to compute the nth convergent of a periodic continued fraction...