M eBooks
eBooks di Titolo M con argomento Analisi Matematica di Formato Pdf
Matematica due. E-book. Formato PDF Aldo G.S. Ventre - Fridericiana Editrice Universitaria, 2011 -
Il complesso dei volumi Matematica Uno e Matematica Due si presenta come opera autosufficiente nel senso che l’esposizione dei concetti è normalmente fatta risalire alle nozioni fondamentali. È dato spazio all’intuizione, necessaria allo sviluppo delle questioni geometriche e alla comprensione attiva. Numerosi sono i riferimenti storici, le aperture culturali, le motivazioni, che hanno portato all’introduzione dei concetti, le curiosità e le citazioni, argomentazioni che hanno, si spera, la funzione di allargare gli orizzonti e, almeno, rendere più leggeri la lettura e lo studio. Le figure, che arricchiscono il testo, sono occasioni di possibile chiarimento e assimilazione dei concetti e di riposo per l’occhio tra le formule, ridotte peraltro all’essenziale. Il testo presenta gli elementi di matematica per gli studenti ai primi anni di Architettura, Scienze Sociali e Economia, ma l’impostazione culturale e tecnica ne fa un’utile lettura anche per gli studenti di Ingegneria, Scienze, Informatica.
Mathematical Analysis tools for engineering. E-book. Formato PDF Franco Tomarelli - Società Editrice Esculapio, 2019 -
This book is an introduction to the study of ordinary differential equations and partial differential equations, ranging from elementary techniques to advanced tools. The presentation focusses on initial value problems, boundary value problems, equations with delayed argument and analysis of periodic solutions: main goal is the analysis of diffusion equation, wave equation Laplace equation and signals. The study of relevant examples of differential models highlights the notion of well-posed problem. An expanded tutorial chapter collects the topics from basic undergraduate calculus that are used in subsequent chapters. A wide exposition concerning classical methods for solving problems related to differential equations is available: mainly separation of variables and Fourier series, with basic worked exercises. A whole chapter deals with the analytic functions of complex variable. An introduction to function spaces, distributions and basic notions of functional analysis is present. Several chapters are devoted to Fourier and Laplace transforms methods to solve boundary value problems and initial value problems for differential equations. Tools for the analysis appear gradually: first in function spaces, then in the more general framework of distributions, where a powerful arsenal of techniques allows dealing with impulsive signals and singularities in both data and solutions of differential problems.
Mathematical Analysis Tools for Engineering. E-book. Formato PDF Franco Tomarelli - Società Editrice Esculapio, 2021 -
This book is an introduction to the study of ordinary differential equations and partial differential equations, ranging from elementary techniques to advanced tools. The presentation focusses on initial value problems, boundary value problems, equations with delayed argument and analysis of periodic solutions: main goals are the analysis of diffusion equation, wave equation, Laplace equation and signals. The study of relevant examples of differential models highlights the notion of well-posed problem.An expanded tutorial chapter collects the topics from basic undergraduate calculus that are used in subsequent chapters.A wide exposition concerning classical methods for solving problems related to differential equations is available: mainly separation of variables and Fourier series, with basic worked exercises. A whole chapter deals with the analytic functions of complex variable. An introduction to function spaces, distributions and basic notions of functional analysis is present. Several chapters are devoted to Fourier and Laplace transforms methods to solve boundary value problems and initial value problems for differential equations.Tools for the analysis appear gradually: first in function spaces, then in the more general framework of distributions, where a powerful arsenal of techniques allows dealing with impulsive signals and singularities in both data and solutions of differential problems.This Second Edition contains additional exercises and a new chapter concerning signals and filters analysis in connection to integral transforms.