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Lectures on Topics in Algebraic Number Theory

By: Sudhir R. Ghorpade

Description: These are the notes of a course of ten lectures given at the Christian-Alberchts-Universität Kiel at Kiel, Germany during December 2000. These lectures were aimed at giving a rapid introduction to some basic aspects of Algebraic Number Theory with as few prerequisites as possible. The Table of Contents below gives some idea of the topics covered in these notes. There are two appendices, first containing author's older notes on Galois Theory and the second re...

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Number Theory

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An Introduction to P Adic Numbers and P Adic Analysis

By: Andrew Baker

Description: These notes were written for a final year undergraduate course taught at Manchester University in 1988/9 and also taught in later years by Dr M. McCrudden. I rewrote them in 2000 to make them available to interested graduate students. The approach taken is very down to earth and makes few assumptions beyond standard undergraduate analysis and algebra. Because of this the course was as self contained as possible, covering basic number theory and analytic idea...

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A Course on Number Theory

By: Peter J. Cameron
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Number Theory: Fermats Last Theorem

By: Simon Singh

Description: Fermat's Last Theorem is a popular science book by Simon Singh. It tells the story of the search for a proof of Fermat's last theorem, first conjectured by Pierre de Fermat in 1637.[1][2][3] Despite the efforts of many mathematicians, the proof would remain incomplete until as late as 1995, with the publication of Andrew Wiles' proof of the Theorem.

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Algebraic Number Theory

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Algebra and Number Theory

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Introductory Number Theory

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Niedere Zahlentheorie; Volume: 1

By: Bachmann, Paul Gustav Heinrich, 1837-1920

Supplemental catalog subcollection information: American Libraries Collection; Historical Literature; Vol. 2 has also special title: Additive Zahlentheorie; Reprint of the edition published in Leipzig, by B. G. Teubner, 1902-10

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Real Analysis Lecture Notes II

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Description: This is a lecture notes on Distributions (without locally convex spaces), very basic Functional Analysis, Lp spaces, Sobolev Spaces, Bounded Operators, Spectral theory for Compact Self adjoint Operators and the Fourier Transform.

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Linear Algebra in Twenty Five Lectures

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Matrix Lie Groups and Control Theory I

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Description: This note covers the following topics: Matrix and Lie Groups, Dynamics and Control on Matrix Groups, Optimality and Riccati Equations, Geometric Control.

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Traité de Géométrie Descriptive. 3. Ed., Rev. Et Augm. De la Théor...

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Numerical analysis in residue number systems

By: Lindamood, G. E

Supplemental catalog subcollection information: NASA Publication Collection; Astrophysics and Technical Documents; Numerical analysis of residue number systems

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Descriptive Geometry

By: Millar, A. V. (Adam Vause), 1873; Maclin, Edward Silver

Bibliographies at end of each volume

History, Modern

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The teaching and history of mathematics in the United States; Numb...

By: Cajori, Florian, 1859-1930

Supplemental catalog subcollection information: American Libraries Collection; Historical Literature; Bibliography of fluxions and calculus. Textbooks printed in the United States: p. 395-400

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Theoretische Arithmetik. Von Otto Stolz und J. A. Gmeiner

By: Stolz, Otto, 1842-1905; Gmeiner, Joseph Anton, 1862-
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Lehrbuch der Geographie : Vol. 01 Pt. 03

By: Wagner, Hermann, 1840-1929

Band 1. Allgemeine Erkunde. - Teil 1. Einleitung. Mathematische Geographie. - Teil 2. Physikalische Geographie. - Teil 3. Biologische Geographie. Anthropogeographie

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Algebraic Topology Lecture Note

By: Jarah Evslin; Alexander Wijns

Description: This note covers the following topics: Group theory, The fundamental group, Simplicial complexes and homology, Cohomology

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Les Grands Proces de L'Histoire : Vol. 4

Bibliographie: V. 1, p. [267]-268

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