Libros UCLV { BETA }

Álgebra

Curso de Álgebra superior que cubre diversos temas: la teoría de grupos, polinomios, anillos, la teoría de Galois, la teoría de divisibilidad, los cuerpos, entre otras.

This book covers the aspects of linear algebra that are included in most advanced undergraduate texts. All the usual topics from complex vectors spaces, complex inner products, The Spectral theorem for normal perators, dual spaces, quotient spaces, the minimal polynomial, the Jordan canonical form, and the rational canonical form are explained. A chapter on determinants has been included as the last chapter, but they are not used in the text as a whole.

Funciones Analíticas

Este libro recopila las lecciones impartidas en la facultad Mecánico-Matemática de la Universidad Lomonósov de Moscú.

Funciones Analíticas

Este libro recopila las lecciones impartidas en la facultad Mecánico-Matemática de la Universidad Lomonósov de Moscú.

Teoría de Funciones y Análisis Funcional

Un curso muy completo que abarca temas como: topología, análisis funional, teoría de la medida y operadores lineales, entre otros.

Analytic number theory

Number theory is such a vast and rich field that a one-year course cannot do justice to all its parts. The choice of topics included here is intended to provide some variety and some depth. Problems which have fascinated generations of professional and amateur mathematicians are discussed together with some of the techniques for solving them.

Problem Solving Strategies

Suitable for trainers and participants at various levels, including IMO, Tournament of the Towns, and noncalculus parts of the Putnam Competition, this title offers a collection of problems from major national and international mathematical competitions for high school students.

Cálculo

Un libro excelente para la introducción al cálculo. Trata todos los temas sin asumir conocimientos previos del lector lo que permite progresar rápidamente desde cero.

Topología

General topology, also called point set topology, has recently become an essential part of the mathematical background of both graduate and undergraduate students. This book is designed to be used either as a textbook for a formal course in topology or as a supplement to all current standard texts. It should also be of considerable value as a source and reference book for those who require a comprehensive and rigorous introduction to the subject.

Geometría Diferencial

This book is designed to be used for a one-semester course in differential geometry for senior undergraduates or ?rst year graduate students. It presents the fundamental concepts of the differential geometry of curves and surfaces in three-dimensional Euclidean space and applies these concepts to many examples and solved problems.

Teoría de Números

This text is intended for use in a first course in number theory, at the upper undergraduate or beginning graduate level. To make the book appropriate for a wide audience, we have included large collections of problems of varying difficulty.

Teoría de Números

Este libro pretende servir de introducción a la teoría algebraica de números a un lector con una cierta base de álgebra moderna (un poco de álgebra lineal, un poco de teoría de anillos, un poco de teoría de cuerpos y un poco de teoría de grupos).

Mathematics theory of numbers

THIS book has developed gradually from lectures delivered in a number of universities during the last ten years, and, like many books which have grown out of lectures, it has no very definite plan.

Mathematical Biology

In the thirteen years since the ?rst edition of this book appeared the growth of mathematical biology and the diversity of applications has been astonishing. Its establishment as a distinct discipline is no longer in question. One pragmatic indication is the increasing number of advertised positions in academia, medicine and industry around the world; another is the burgeoning membership of societies. People working in the ?eld now number in the thousands. Mathematical modelling is being applied in every major discipline in the biomedical sciences. A very different application, and surprisingly successful, is in psychology such as modelling various human interactions, escalation to date rape and predicting divorce.

Mathematical Biology

In the thirteen years since the ?rst edition of this book appeared the growth of mathematical biology and the diversity of applications has been astonishing. Its establishment as a distinct discipline is no longer in question. One pragmatic indication is the increasing number of advertised positions in academia, medicine and industry around the world; another is the burgeoning membership of societies. People working in the ?eld now number in the thousands. Mathematical modelling is being applied in every major discipline in the biomedical sciences. A very different application, and surprisingly successful, is in psychology such as modelling various human interactions, escalation to date rape and predicting divorce.

Geometry

The central purpose of this book is to provide maximum help for the student and maximum service for the teacher.

Matplotlib, Python

This book is about Matplotlib, a Python package for 2D plotting that generates production quality graphs. Its variety of output formats, several chart types, and capability to run either interactively (from Python or IPython consoles) and non-interactively (useful, for example, when included into web applications), makes Matplotlib suitable for use in many different situations.

Ruby, refactoring

This book is a guide to refactoring; it is written for a professional Ruby programmer. Our aim is to show you how to do refactoring in a controlled and efficient manner. You learn to refactor in such a way that you don’t introduce bugs into the code but instead methodically improve the structure.

IronPython, programming

IronPython is a radical project for Microsoft. It is the first project to be released under their Ms-PL (Microsoft Public License) open source license. It is also a radically different language from the ones that Microsoft has traditionally promoted for the .NET framework. IronPython is an implementation of the popular programming language Python for .NET. Python is an open source, object-oriented, dynamically typed language in use by organizations like Google, NASA and Pixar. Python is a multi-paradigm language, and brings new possibilities to .NET programmers: not just the added flexibility of dynamic typing, but programming styles such as functional programming and metaprogramming. For Python programmers the powerful runtime, with its JIT compiler and huge range of .NET libraries, also presents new opportunities.

Subversion

Of course, this book aims to cover the nuts and bolts of Subversion as completely as possible—you can’t very well use Subversion to develop software if you can’t use Subversion—but it does so in the context of how to do the things you want to do in day-to-day software development. The book also goes a step further: It explains how to expand on the built-in capabilities of Subversion to make the system work for you. In some places, that takes the form of example scripts or con?gurations. In others, it is merely ideas that you can expand to ?t your software development process. This is not a book to sell a process. I do make suggestions here and there of what I think will work in certain situations, but you don’t need to buy into my “exhalted process” to get the most from this book. Instead of showing you how you should develop your software, I show you how Subversion can make your process easier.