Search Results for MATHEMATICS -- Number Theory.

1.

Elementary theory of numbers

by

Sierpinski, Waclaw, 1882-1969.

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MATHEMATICS -- Number Theory.

2.

A brief history of numbers

by

Corry, Leo, author.

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3.

Topological fields

by

Warner, Seth, 1927-

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MATHEMATICS -- Number Theory.

4.

Riemann's zeta function

by

Edwards, Harold M.

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MATHEMATICS -- Number Theory.

5.

Algebraic number fields

by

Janusz, Gerald J.

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MATHEMATICS -- Number Theory.

6.

Topics in field theory

by

Karpilovsky, Gregory, 1940-

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MATHEMATICS -- Number Theory.

7.

The theory of numbers

by

Iyanaga, Shōkichi, 1906-2006.

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MATHEMATICS -- Number Theory.

8.

Stream ciphers and number theory

by

Cusick, Thomas W., 1943-

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MATHEMATICS -- Number Theory.

9.

Geometry of numbers

by

Gruber, Peter M., 1941-

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MATHEMATICS -- Number Theory.

10.

Set theory : an introduction to large cardinals

by

Drake, F. R. (Frank Robert)

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MATHEMATICS -- Number Theory.

11.

Linear algebra, rational approximation, and orthogonal polynomials

by

Bultheel, Adhemar.

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MATHEMATICS -- Number Theory.

12.

Adventures in mathematics

by

Moskowitz, Martin A.

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13.

Sayılar kitabı : antik çağlardan günümüze sayılar hakkında her şey

by

Conway, John. H.

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14.

The large sieve and its applications arithmetic geometry, random walks and discrete groups

by

Kowalski, Emmanuel, 1969-

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15.

Alan Turing his work and impact

by

Cooper, S. B. (S. Barry)

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, complexity and number theory -- pt. 3. Building a brain : intelligent machines, practice and theory -- pt. 4

16.

Mathematical thinking how to develop it in the classroom

by

Isoda, Masami.

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mathematics for themselves -- pt. 2. Developing mathematical thinking with number tables : how to teach

17.

Defects of properties in mathematics quantitative characterizations

by

Ban, Adrian I.

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analysis; algebra; geometry; number theory; fuzzy mathematics"--P. [2] of cover.

18.

Geometric and topological methods for quantum field theory proceedings of the 2009 Villa de Leyva summer school

by

Cardona, Alexander.

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geometry, topology, algebra, number theory methods and their applications to quantum field theory, the book

19.

A course in mathematical analysis Volume 1, Foundations and elementary real analysis

by

Garling, D. J. H.

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which the author introduces the axioms of set theory and uses them to construct the real number system

20.

Proceedings of the 10th Asian Logic Conference, Kobe, Japan, 1-6 September 2008

by

Asian Logic Conference (10th : 2008 : Kōbe Daigaku)

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and the number of countable models / K. Ikeda -- Geometric simplicity theory / B. Kim -- Weak weak

21.

The metamorphosis of heads : textual struggles, education, and land in the Andes

by

Arnold, Denise Y., joint author.

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" -- The corporeality of Kipus : toward a mathematics incarnate -- Kipu, number, and writing -- Textual

22.

Actuaries' survival guide : how to succeed in one of the most desirable professions

by

Szabo, Fred.

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* Provides a link between theory and practice; helps readers gain the qualitative and quantitative skills and

23.

Graphs

by

Berge, Claude.

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techniques involved, which have applications in a broad spectrum of mathematics, ranging from analysis to

24.

The collected papers of Gerhard Gentzen

by

Szabo, M. E.

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elementary number theory -- Consistency of the simple theory of types -- Concept of infinity in mathematics

25.

A survey of mathematical logic

by

Wang, Hao, 1921-

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-- Between number theory and set theory -- Some partial system -- Certain predicates defined by induction

26.

Magical mathematics the mathematical ideas that animate great magic tricks

by

Diaconis, Persi.

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to the mathematical secrets of combinatorics, graph theory, number theory, topology, the Riemann

27.

Network coding fundamentals and applications

by

Medard, Muriel.

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mathematics, which does not require a background in information theory. Emphasis on how network coding

28.

Advanced mathematical tools for automatic control engineers. Volume 2, Stochastic techniques

by

Poznyak, Alexander S.

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increase their familiarity with different topics of modern and classical mathematics related to system and

29.

Fields medallists' lectures

by

Atiyah, Michael Francis, 1929-

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point de vue spectral / Remarks on gauge theory, complex geometry and 4-manifold topology / Betti number

30.

Covering codes

by

Cohen, G. (Gérard), 1951-

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involved in discrete mathematics, combinatorics, computer science, information theory, geometry, algebra or

31.

A classical introduction to Galois theory

by

Newman, Stephen C., 1952-

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concepts. This book examines a number of problems arising in the area of classical mathematics, and a

32.

Who gave you the epsilon? and other tales of mathematical history

by

Anderson, Marlow, 1950-

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the history of group theory / The evolution of group theory : a brief survey / The search for finite

33.

Handbook of child development and early education research to practice

by

Barbarin, Oscar A.

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-- Early mathematics education and how to do it / Herbert P. Ginsberg -- Improving preschoolers' number

34.

Philosophy of mathematics

by

Irvine, Andrew D.

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the centuries a number of reasonably well-defined positions about the nature of mathematics have been

35.

Logic and the modalities in the twentieth century

by

Gabbay, Dov M., 1945-

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logic, history of logic, mathematics, history of mathematics, computer science and artificial

36.

Radio spectrum conservation

by

Gosling, W. (William), 1932-

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communications and a growing number of other applications. This concise readable text keeps mathematics to a

37.

Handbook of proof theory

by

Buss, Samuel R.

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Functions (M. Fairtlough, S.S. Wainer). Chapter IV. Subsystems of Set Theory and Second Order Number Theory

38.

Fixed income and interest rate derivative analysis

by

Britten-Jones, Mark, 1963-

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-powered mathematics, but with actual examples of various market instruments and case studies from North America

39.

Logical frameworks for truth and abstraction : an axiomatic study

by

Cantini, Andrea.

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foundations for property theory and formal semantics; (ii) these theories provide a new outlook on classical

40.

New generalized functions and multiplication of distributions

by

Colombeau, Jean François, 1947-

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Distribution Theory, giving a rigorous mathematical sense to any product of a finite number of distributions

41.

Optimization over Nonnegative and Convex Polynomials with and without Semidefinite Programming

by

Hall, Georgina, author.

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computational mathematics, with applications to polynomial optimization, control, machine learning, game theory

42.

Computational aspects of modular forms and Galois representations how one can compute in polynomial time the value of Ramanujan's tau at a prime

by

Edixhoven, B. (Bas), 1962-

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"Modular forms are tremendously important in various areas of mathematics, from number theory and

43.

Leonhard Euler : life, work and legacy

by

Bradley, Robert E., editor.

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century. Still others give technical details of Eulers innovations in probability, number theory, geometry

44.

Complex systems : lecture notes of the Les Houches Summer School 2006.

by

Ecole d'été de physique théorique (Les Houches, Haute-Savoie, France) (85th : 2006)

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backgrounds: probability theory, computer science, information theory, physics, finance, biology, etc. Topical

45.

Mathematics for electrical engineering and computing

by

Attenborough, Mary (Mary Patricia), 1954-

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engineering, undertaking engineering mathematics courses. The book is supported with a number of free online

46.

Theory and applications of numerical analysis

by

Phillips, G. M. (George McArtney)

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mathematics and the algorithms which define precisely how to program the numerical methods. Both theoretical

47.

The Nature and origins of mathematical skills

by

Campbell, Jamie I. D.

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What a number is : mathematical foundations and developing number concepts / Kevin F. Miller

48.

Analysis and design of algorithms for combinatorial problems

by

Ausiello, G. (Giorgio), 1941-

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Sixties, the main classes of combinatorial problems had been defined. During that decade, a great number

49.

Logic, methodology, and philosophy of science VI : proceedings of the Sixth International Congress of Logic, Methodology, and Philosophy of Science, Hannover, 1979

by

International Congress of Logic, Methodology, and Philosophy of Science (6th : 1979 : Hannover, Germany)

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. Applications of Constructivity; Chapter 10. Constructive Mathematics and Computer Programming; PART 2. MODEL

50.

The rise of modern logic : from Leibniz to Frege

by

Gabbay, Dov M., 1945-

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-expressed without relevant loss in a suitably framed symbolic logic. But for a number of thinkers who took an

51.

The number sense how the mind creates mathematics

by

Dehaene, Stanislas.

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calculations. Perhaps most important, The Number Sense reaches many provocative conclusions that will intrigue

52.

Ten mathematical essays on approximation in analysis and topology

by

Ferrera, J.

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, the theory of algebraic multiplicities, global bifurcation theory, dynamics of periodic equations and

53.

Logic, methodology and philosophy of science IV : proceedings of the Fourth International congress for Logic, Methodology and Philosophy of Science, Bucharest, 1971

by

International Congress for Logic, Methodology, and Philosophy of Science (4th : 1971 : Bucharest, Romania)

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Interpretation of Intuitionistic Number Theory; Chapter 12 Nonstandard Arithmetic and Generic Arithmetic; PART

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