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Differential Topology Lecture Notes 1

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Introduction to Differential Topology, Part 1

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Description: The first half of the book deals with degree theory, the Pontryagin construction, intersection theory, and Lefschetz numbers. The second half of the book is devoted to differential forms and deRham cohomology.

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Practical Foundations for Programming Languages

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Description: Download the latest draft copy of Professor Robert Harper’s Practical Foundations for Programming Languages in pdf format. This book offers a fresh perspective on the fundamentals of programming languages through the use of type theory.

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Problems in Descriptive Geometry for Class and Drawing Room; A Col...

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An Algorithm for Computing Non-isomorphic Semigroups of Finite Order.

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Infinite Series Notes

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Recent Application of Fractional Calculus to Science and Engineering I

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Metric and Topological Spaces

By: T. W. Korner

Description: First part of this course note presents a rapid overview of metric spaces to set the scene for the main topic of topological spaces.Further it covers metric spaces, Continuity and open sets for metric spaces, Closed sets for metric spaces, Topological spaces, Interior and closure, More on topological structures, Hausdorff spaces and Compactness.

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Projective Di Erential Geometry Old and New: from Schwarzian Deriv...

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Description: This book is addressed to the reader who wishes to cover a greater distance in a short time and arrive at the front line of contemporary research. This book can serve as a basis for graduate topics courses. Exercises play a prominent role while historical and cultural comments relate the subject to a broader mathematical context.

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Introduction to Commutative Algebra Ii, Part 1

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Groups and Symmetry ; Algebra

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Acta Mathematica

Description: English, French, German

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L'Enseignement Mathématique

By: International Commission on Mathematical Instruction

Description: Official organ of the International Commission on Mathematical Instruction, 1955-

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A study of mathematical education including the teaching of arithmetic

By: Branford, Benchara; Bidder, George Parker, 1806-1878

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Smithsonian mathematical formulae and tables of elliptic functions

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Functional Analysis ; Functional Mathematical Analysis

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An Introduction to Galois Theory ; Algebra

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Description: Much of early algebra centred around the search for explicit formulae for roots of polynomial equations in one or more unknowns. The solution of linear and quadratic equations in a single unknown was well understood in antiquity, while formulae for the roots of general real cubics and quartics was solved by the 16th century. These solutions involved complex numbers rather than just real numbers. By the early 19th century no general solution of a general poly...

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