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Asymptotic Differential Algebra

By: Matthias Aschenbrenner

Description: This note introduces both, state some of their basic properties, and explain connections to o-minimal structures. Also describe a common algebraic framework for these examples: the category of H-fields. This unified setting leads to a better understanding of Hardy fields and transseries from an algebraic and model-theoretic perspective

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Classical Analysis ; Classical Analysis

By: Edmund Y. M. Chiang

Description: This note is for students to have mastered the knowledge of complex function theory in which the classical analysis is based. The main theme of this course note is to explain some fundamentals of classical transcendental functions which are used extensively in number theory, physics,engineering and other pure and applied areas.

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Acta Mathematica

Description: English, French, German

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Lectures on Complete Discrete Valuation Fields ; Ring and Fields II

By: Technical Books Center
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Bulletin - Société Mathématique De France

By: Société Mathématique De France

Description: Referativnyi zhurnal. Matematika

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Bulletin - Société Mathématique De France

By: Société Mathématique De France

Description: Referativnyi zhurnal. Matematika

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Geometric Algebra by Eric Chisolm

By: Eric Chisolm

Description: This book covers the following topics: The inner, outer, and geometric products, Geometric algebra in Euclidean space, projections, reflections, and rotations, Frames and bases, Linear algebra.

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An Introduction to K-theory

By: Eric M. Friedlander

Description: This note provides an overview of various aspects of algebraic K-theory, with the intention of making these lectures accessible to participants with little or no prior knowledge of the subject.

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Learn Vimscript the Hard Way

By: Losh Steve

Description: It is not a guide to using Vim. Before reading this book you should be comfortable editing text in Vim and know what terms like “buffer”, “window” and “insert mode” mean. Vim is incredibly powerful out of the box, but it doesn’t truly shine until you take some time to customize it for your particular work, habits, and fingers. This book will introduce you to Vimscript, the main programming language used to customize Vim. You’ll be able to mold Vim into an ed...

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Zeittafeln zur geschichte der mathematik, physik und astronomie bi...

By: Müller, Felix, 1843-1928

Supplemental catalog subcollection information: American Libraries Collection; Historical Literature

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Fundamentals of Linear Algebra II

By: James B. Carrell

Description: This textbook is meant to be a mathematically complete and rigorous introduction to abstract linear algebra for undergraduates, possibly even first year students, specializing in mathematics. Author tried very hard to emphasize the fascinating and important interplay between algebra and geometry.

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Vorlesungen Über Geschichte Der Mathematik

By: Cantor, Moritz,1829-1920

Description: Vol. 4 is 1st edition, with title: Vorlesungen über Geschichte der Mathematik, hrsg. von Moritz Cantor unter Mirwirkung der Herren V. Bobynin, A. v. Braunmühl, F. Cajori, S. Günther, V. Kommerell, G. Loria, E. Netto, G. Vivanti, C.R. Wallner ..

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Mémoires De Mathématiques

By: Libri, Guillaume, 1803-1869
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Computer Systems: a Programmer’s Perspective

By: Randal E.Bryant

Description: This is a draft version of Computer Systems: A Programmer’s Perspective. This book is for programmers who want to write faster and more reliable programs. By learning how programs are mapped onto the system and executed, readers will better understand why programs behave the way they do and how inefficiencies arise.

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Bulletin - Société Mathématique De France

By: Société Mathématique De France

Description: Referativnyi zhurnal. Matematika

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Smithsonian Mathematical Formulae and Tables of Elliptic Functions...

By: Smithsonian Institution; Adams, Edwin P. (Edwin Plimpton), B. 1878; Hippisley, R. L. (Richard Lionel), 1853-1936
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A Brief Introduction to Classical and Adelic Algebraic Number Theory

By: William Stein

Description: This note covers the following topics: Finitely generated abelian groups, Commutative Algebra, Rings of Algebraic Integers, Unique Factorization of Ideals, Chinese Remainder Theorem, Discrimannts, Norms, and Finiteness of the Class Group, Dirichlet�s Unit Theorem, Decomposition Groups and Galois Representation, Adic Numbers, Normed Spaces and Tensor Products, Global Fields and Adeles.

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Lectures on Etale Cohomology I

By: J.S. Milne

Description: This book explains the following topics: Etale Morphisms, Etale Fundamental Group, The Local Ring for the Etale Topology, Sheaves for the Etale Topology, Direct and Inverse Images of Sheaves, Cohomology: Definition and the Basic Properties, Cohomology of Curves, Cohomological Dimension, Purity; the Gysin Sequence, The Proper Base Change Theorem, Cohomology Groups with Compact Support, The Smooth Base Change Theorem, The Comparison Theorem, The Kunneth Formul...

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An Introduction to Real Analysis ; Intro 2

By: John K. Hunter

Description: These lecture notes are an introduction to undergraduate real analysis. They cover the real numbers and one-variable calculus.

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High School Mathematics, First Course

By: University of Illinois (Urbana-Champaign Campus). Committee on School Mathematics

Description: unit 1. Directed numbers.--unit 2. Numbers, numerals, pronumerals.--unit 3. Equations.--unit 4. Graphs and ordered pairs

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