
An introduction to the theory of padic representations
Category :Algebraic Geometry
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The purpose of this informal article is to introduce the reader to some of the objects and methods of the theory of padic representations. 
A Modern Course on Curves and Surfaces
Category :Geometry
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Contents: Introduction; What is Geometry ; Geometry of InnerProduct Spaces; Linear Maps and the Euclidean Group; Adjoints of Linear Maps and the Spectral ; Differential Calculus on InnerProduct ;
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Graph Theory Lessons
Category :Graph Theory
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Graph Theory Lessons in html and java. Contents: # Lesson 1: Null graphs
# Lesson 2: Handshaking Lemma
# Lesson 3: Isomorphism
# Lesson 4: Complete Graphs, Subgraphs
# Lesson 5: Regular Graphs
# . . . . . 
Noncommutative Geometry
Category :Algebraic Geometry
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The correspondence between geometric spaces and commutative algebras is a familiar
and basic idea of algebraic geometry. The purpose of this book is to extend this
correspondence to the noncommutati . . . . . 
Mathematical Methods
Category :General Mathematics
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Contents: Introduction; Vector Calculus; Partial Differential Equations; Fourier Transforms; Matrices; Elementary Analysis ; Ordinary Differential Equations. 
An Introduction to Temporal Graphs: An Algorithmic Perspective
Category :Graph Theory
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A emph{temporal graph} is, informally speaking, a graph that changes with time. When time is discrete and only the relationships between the participating entities may change and not the entities the . . . . . 
Observers and Splitting Structures in Relativistic Electrodynamics
Category :Thoery of Relativity
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We introduce a relativistic splitting structure as a means to map fields and equations of electromagnetism from curved fourdimensional spacetime to threedimensional observer's space. We focus . . . . . 
Foundations of Mathematics I
Category :General Mathematics
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Contents: Computable Functions; Undecidability of Arithmetic; The Real Number System; Informal Set Theory; Axiomatic Set Theory; Topics in Set Theory. 
Geometry of Surfaces
Category :Geometry
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Contents: Topology; Riemann Surfaces; Surfaces in R^3; Hyperbolic Geometry. 
Mathematics
Category :General Mathematics
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Contents: The Principle of Mathematical Induction; Trigonometric and exponential functions; Differential equations; Introduction to Fourier methods; Sets and functions; Vectors; Abstract algebra ; Qu . . . . . 
Modern geometry
Category :Geometry
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Contents: Geometry: Making a Start; Euclidean Parallel Postulate; NonEuclidean Geometries; Transformations; Inversion. 
Geometrical theory of dynamical systems
Category :Dynamical Systems
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This text is a slightly edited version of lecture notes for a course given at ETH, during the Winter term 20002001, to undergraduate Mathematics and Physics students.Contents:Chapter 1  Examples of . . . . . 
SubRiemannian geometry and Lie groups. Part I
Category :Geometry
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These pages covers expository talks during the seminar "SubRiemannian geometry and Lie groups" organised by the author and Tudor Ratiu at the Mathematics Department, EPFL, 2001. However, this is the . . . . . 
Foundations of geometry for university students and highschool students
Category :Geometry
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This book is a textbook for the course of foundations of geometry. It is addressed to mathematics students in Universities and to High School students for deeper learning the elementary geometry. It c . . . . . 
Evolutionary games on graphs
Category :Game Theory
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Game theory is one of the key paradigms behind many scientific disciplines from biology to behavioral sciences to economics. In its evolutionary form and especially when the interacting agents are lin . . . . . 