# eBook Continued Fractions: From Analytic Number Theory to Constructive Approximation May 20-23, 1998 University of Missour-Columbia (Contemporary Mathematics) download

## by L. J. Lange,Bruce C. Berndt,Fritz Gesztesy

**ISBN:**0821812009

**Author:**L. J. Lange,Bruce C. Berndt,Fritz Gesztesy

**Publisher:**Amer Mathematical Society (August 1, 1999)

**Language:**English

**Pages:**379

**ePub:**1731 kb

**Fb2:**1653 kb

**Rating:**4.8

**Other formats:**txt doc lrf mbr

**Category:**Math Sciences

**Subcategory:**Mathematics

Approximation May 20-23, 1998 University of Missour-Columbia.

Continued Fractions: From Analytic Number Theory to Constructive Approximation May 20-23, 1998 University of Missour-Columbia. L. J. Lange, Bruce C. Berndt, Fritz Gesztesy. Evident in this work is the widespread influence of continued fractions in a broad range of areas of mathematics and physics, including number theory, elliptic functions, Padé approximations, orthogonal polynomials, moment problems, frequency analysis, and regularity properties of evolution equations.

Continued Fractions book Continued Fractions: From Analytic Number Theory to Constructive Approximation May 20-23, 1998 University o. .

Continued Fractions book. Start by marking Continued Fractions: From Analytic Number Theory to Constructive Approximation: A Volume in Honor of . Lange: Continued Fractions, from Analytic Number Theory to Constructive Approximation, May 20-23, 1998, University of Missouri as Want to Read: Want to Read savin. ant to Read. Continued Fractions: From Analytic Number Theory to Constructive Approximation May 20-23, 1998 University of Missour-Columbia (Contemporary Mathematics).

Contemporary Mathematics Volume: 236; 1999; 379 pp; Softcover MSC: Primary 42.

This volume presents the contributions from the international conference held at the University of Missouri at Columbia, marking Professor Lange's 70th birthday and his retirement from the university. Continued Fractions: From Analytic Number Theory to Constructive Approximation: A Volume in Honor of L. Lange.

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Berndt, Bruce C. ; Lange, L. ; Gesztesy, Fritz publisher "American Mathematical Society", } ty - book. ; Gesztesy, Fritz. Continued fractions : from analytic number theory to constructive approximation : a volume in honor of . Lange : continued fractions, from analytic number theory to constructive approximation, May 20-23, 1998, University of Missouri-Columbia. publisher "American Mathematical Society", } ty - book. T1 - Continued fractions : from analytic number theory to constructive approximation : a volume in honor of . AU - Berndt, Bruce C.

Поиск книг BookFi BookSee - Download books for free. Continued fractions: from analytic number theory to constructive approximation. Категория: Mathematics, Calculus, Continued fractions. 8 Mb. Dynamics of generalizations of the AGM continued fraction of Ramanujan: divergence.

BERNDT . GESZTESY F. (eds),. Elementary and Analytic Theory of Algebraic Numbers. A Volume of Honor of . 2nd ed. Revised and extended.

In: Berndt, . Gesztesy, F. (ed. Contemporary Mathematics, vol. 236, pp. 149–166. AMS, Providence (1999) Google Scholar. Valent, . Yoon, . Some orthogonal polynomials related to elliptic functions. Theory 112(2), 251–278 (2001) iNetGoogle Scholar. 13. Lindqvist, . Peetre, . Generalized trigonometric functions (solution to problem 10744). English translation: On hypergoniometric functions of complex variables.

In mathematics, a continued fraction is an expression obtained through an iterative process of representing a number as the sum of its integer part and the reciprocal of another number, then writing this other number as the sum of its integer part a.

In mathematics, a continued fraction is an expression obtained through an iterative process of representing a number as the sum of its integer part and the reciprocal of another number, then writing this other number as the sum of its integer part and another reciprocal, and so on. In a finite continued fraction (or terminated continued fraction), the iteration/recursion is terminated after finitely many steps by using an integer in lieu of another continued fraction.

Berndt, and F. Gesztesy, Continued Fractions: From Analytic Number Theory to Constructive Approximation: a Volume in Honor of . Lange: Continued Fractions: from Analytic Number Theory to Constructive Approximation, May 20-23, 1998, University of Missouri–Columbia, Contemporary mathematics – American Mathematical Society. Miller and R. Takloo-Bighash, An Invitation to Modern Number Theory, Number v. 13 in An Invitation to Modern Number Theory, Princeton University Press, 2006.

Evident in this work is the widespread influence of continued fractions in a broad range of areas of mathematics and physics, including number theory, elliptic functions, Padé approximations, orthogonal polynomials, moment problems, frequency analysis, and regularity properties of evolution equations. Different areas of current research are represented. The lectures at the conference and the contributions to this volume reflect the wide range of applicability of continued fractions in mathematics and the applied sciences.