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Measurement

by Paul Lockhart ...

Lockhart’s Mathematician’s Lament outlined how we introduce math to students in the wrong way. Measurement explains how math should be done. With plain English and pictures, he makes complex ideas about shape and motion intuitive and graspable, and offers a solution to math phobia by introducing us to math as an artful way of thinking and living. ... Read more

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Lockhart’s Mathematician’s Lament outlined how we introduce math to students in the wrong way. Measurement explains how math should be done. With plain English and pictures, he makes complex ideas about shape and motion intuitive and graspable, and offers a solution to math phobia by introducing us to math as an artful way of thinking and living.
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A Tour of the Calculus

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Were it not for the calculus, mathematicians would have no way to describe the acceleration of a motorcycle or the effect of gravity on thrown balls and distant planets, or to prove that a man could cross a room and eventually touch the opposite wall. Just how calculus makes these things possible and in doing so finds a correspondence between real numbers and the real world is the subject of this ... Read more

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Were it not for the calculus, mathematicians would have no way to describe the acceleration of a motorcycle or the effect of gravity on thrown balls and distant planets, or to prove that a man could cross a room and eventually touch the opposite wall. Just how calculus makes these things possible and in doing so finds a correspondence between real numbers and the real world is the subject of this
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Calculus: A Complete Introduction

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Schaum's 3,000 Solved Problems in Calculus

by Elliott Mendelson ...

Facing Tough Test Questions? Missed Lectures? Not Enough Time?Fortunately for you, there's Schaum's.More than 40 million students have trusted Schaum's to help them succeed in the classroom and on exams. Schaum's is the key to faster learning and higher grades in every subject. Each Solved Problem book helps you cut study time, hone problem-solving skills, and achieve your personal best on exams! ... Read more

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Facing Tough Test Questions? Missed Lectures? Not Enough Time?Fortunately for you, there's Schaum's.More than 40 million students have trusted Schaum's to help them succeed in the classroom and on exams. Schaum's is the key to faster learning and higher grades in every subject. Each Solved Problem book helps you cut study time, hone problem-solving skills, and achieve your personal best on exams!
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Maths Hacks

by Richard Cochrane ...

Series series Hacks
Everything you need to know about 100 key mathematical concepts condensed into easy-to-understand sound bites designed to stick in your memory and give you an instant grasp of the concept.On each topic, you'll start with a helicopter overview of the subject, which will give you an introduction to the idea and some context surrounding it. Next, you'll zoom in on the core elements of the theory, ... Read more

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Everything you need to know about 100 key mathematical concepts condensed into easy-to-understand sound bites designed to stick in your memory and give you an instant grasp of the concept.On each topic, you'll start with a helicopter overview of the subject, which will give you an introduction to the idea and some context surrounding it. Next, you'll zoom in on the core elements of the theory,
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Introduction To The Fractional Calculus Of Variations

by Delfim F M Torres, Agnieszka Barbara Malinowska ...

This invaluable book provides a broad introduction to the fascinating and beautiful subject of Fractional Calculus of Variations (FCV). In 1996, FVC evolved in order to better describe non-conservative systems in mechanics. The inclusion of non-conservatism is extremely important from the point of view of applications. Forces that do not store energy are always present in real systems. They remove ... Read more

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This invaluable book provides a broad introduction to the fascinating and beautiful subject of Fractional Calculus of Variations (FCV). In 1996, FVC evolved in order to better describe non-conservative systems in mechanics. The inclusion of non-conservatism is extremely important from the point of view of applications. Forces that do not store energy are always present in real systems. They remove
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Calculus Methods (Speedy Study Guides)

by Speedy Publishing ...

This easy-to-digest guide on calculus begins with a thorough yet short definition of sequences. It then proceeds to introduce the fundamental concepts of limit and continuity, and differentiation. This guide is a simple yet highly effective resource for calculus. For students taking the course, calculus can be quite overwhelming but this guide smartly breaks down the components into more ... Read more

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This easy-to-digest guide on calculus begins with a thorough yet short definition of sequences. It then proceeds to introduce the fundamental concepts of limit and continuity, and differentiation. This guide is a simple yet highly effective resource for calculus. For students taking the course, calculus can be quite overwhelming but this guide smartly breaks down the components into more
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by Gaik Ambartsoumian ...

Series Book 6 - Contemporary Mathematics and Its Applications: Monographs, Expositions and Lecture Notes
A generalized Radon transform (GRT) maps a function to its weighted integrals along a family of curves or surfaces. Such operators appear in mathematical models of various imaging modalities. The GRTs integrating along smooth curves and surfaces (lines, planes, circles, spheres, amongst others) have been studied at great lengths for decades, but relatively little attention has been paid to ... Read more

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A generalized Radon transform (GRT) maps a function to its weighted integrals along a family of curves or surfaces. Such operators appear in mathematical models of various imaging modalities. The GRTs integrating along smooth curves and surfaces (lines, planes, circles, spheres, amongst others) have been studied at great lengths for decades, but relatively little attention has been paid to
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Open Problems in the Geometry and Analysis of Banach Spaces

by Antonio J. Guirao, Vicente Montesinos, Václav Zizler ...

This is an collection of some easily-formulated problems that remain open in the study of the geometry and analysis of Banach spaces. Assuming the reader has a working familiarity with the basic results of Banach space theory, the authors focus on concepts of basic linear geometry, convexity, approximation, optimization, differentiability, renormings, weak compact generating, Schauder bases and ... Read more

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This is an collection of some easily-formulated problems that remain open in the study of the geometry and analysis of Banach spaces. Assuming the reader has a working familiarity with the basic results of Banach space theory, the authors focus on concepts of basic linear geometry, convexity, approximation, optimization, differentiability, renormings, weak compact generating, Schauder bases and
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Correct Antidifferentiation: The Change Of Variable Well Done

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A typical source of mistakes that frequently lead to a wrong or incomplete solution for the antiderivative of a given real function of one real variable is a misuse of the technique of change of variable. The increasing implementation of software in apparently mechanic tasks such as the calculation of antiderivatives has not improved the situation, yet those software packages issue generic ... Read more

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A typical source of mistakes that frequently lead to a wrong or incomplete solution for the antiderivative of a given real function of one real variable is a misuse of the technique of change of variable. The increasing implementation of software in apparently mechanic tasks such as the calculation of antiderivatives has not improved the situation, yet those software packages issue generic
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The Geometric Theory of Complex Variables

by Peter V. Dovbush, Steven G. Krantz ...

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This book provides the reader with a broad introduction to the geometric methodology in complex analysis. It covers both single and several complex variables, creating a dialogue between the two viewpoints.Regarded as one of the 'grand old ladies' of modern mathematics, complex analysis traces its roots back 500 years. The subject began to flourish with Carl Friedrich Gauss's thesis around 1800.
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微积分 Volume3

by MING-YAO TSAI ...

笔者毕业于交通大学应用数学研究所博士班，高中第一次数学段考只考了十几分，班排名是最后一名，从成绩吊车尾到拿到博士学位，关键的转折是大三时期的一位教授，手把手教我怎么学数学。回首求学路，有时会希望如果早点开窍便能少走很多的冤枉路，这本书将如何学数学的要领写进书里，希望学生们读完这本书时不只学会了微积分也知道怎么学数学。微积分教科书应该具备什么特色，从大纲是否能看出学习目标而不只是学习内容? 每个艰深的定义与定理之后，如果只有一两题简单范例展示说明，当困难的习题做不出来，是因为例题不够多还是没有掌握题型变化的缘故? 如果待会就要考试，合上手上的教材时还能够记住多少内容? 本书有五个重点特色第一个特色是从大纲就能明白每个章节的学习目标，让微积分初学者翻阅这本书时就能清楚整个脉络。第二个特色是每个章节在介绍范例之前，先展示说明共有几种重要题型的变化并且每个题型用几个步骤能够完成解题，因此 ... Read more

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笔者毕业于交通大学应用数学研究所博士班，高中第一次数学段考只考了十几分，班排名是最后一名，从成绩吊车尾到拿到博士学位，关键的转折是大三时期的一位教授，手把手教我怎么学数学。回首求学路，有时会希望如果早点开窍便能少走很多的冤枉路，这本书将如何学数学的要领写进书里，希望学生们读完这本书时不只学会了微积分也知道怎么学数学。微积分教科书应该具备什么特色，从大纲是否能看出学习目标而不只是学习内容? 每个艰深的定义与定理之后，如果只有一两题简单范例展示说明，当困难的习题做不出来，是因为例题不够多还是没有掌握题型变化的缘故? 如果待会就要考试，合上手上的教材时还能够记住多少内容? 本书有五个重点特色第一个特色是从大纲就能明白每个章节的学习目标，让微积分初学者翻阅这本书时就能清楚整个脉络。第二个特色是每个章节在介绍范例之前，先展示说明共有几种重要题型的变化并且每个题型用几个步骤能够完成解题，因此
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微积分 Volume2

by MING-YAO TSAI ...

笔者毕业于交通大学应用数学研究所博士班，高中第一次数学段考只考了十几分，班排名是最后一名，从成绩吊车尾到拿到博士学位，关键的转折是大三时期的一位教授，手把手教我怎么学数学。回首求学路，有时会希望如果早点开窍便能少走很多的冤枉路，这本书将如何学数学的要领写进书里，希望学生们读完这本书时不只学会了微积分也知道怎么学数学。微积分教科书应该具备什么特色，从大纲是否能看出学习目标而不只是学习内容? 每个艰深的定义与定理之后，如果只有一两题简单范例展示说明，当困难的习题做不出来，是因为例题不够多还是没有掌握题型变化的缘故? 如果待会就要考试，合上手上的教材时还能够记住多少内容? 本书有五个重点特色第一个特色是从大纲就能明白每个章节的学习目标，让微积分初学者翻阅这本书时就能清楚整个脉络。第二个特色是每个章节在介绍范例之前，先展示说明共有几种重要题型的变化并且每个题型用几个步骤能够完成解题，因此 ... Read more

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笔者毕业于交通大学应用数学研究所博士班，高中第一次数学段考只考了十几分，班排名是最后一名，从成绩吊车尾到拿到博士学位，关键的转折是大三时期的一位教授，手把手教我怎么学数学。回首求学路，有时会希望如果早点开窍便能少走很多的冤枉路，这本书将如何学数学的要领写进书里，希望学生们读完这本书时不只学会了微积分也知道怎么学数学。微积分教科书应该具备什么特色，从大纲是否能看出学习目标而不只是学习内容? 每个艰深的定义与定理之后，如果只有一两题简单范例展示说明，当困难的习题做不出来，是因为例题不够多还是没有掌握题型变化的缘故? 如果待会就要考试，合上手上的教材时还能够记住多少内容? 本书有五个重点特色第一个特色是从大纲就能明白每个章节的学习目标，让微积分初学者翻阅这本书时就能清楚整个脉络。第二个特色是每个章节在介绍范例之前，先展示说明共有几种重要题型的变化并且每个题型用几个步骤能够完成解题，因此
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Cálculo diferencial e integral III

by Izaias Cordeiro Neri ...

Series series Série Universitária
Cálculo diferencial e integral III foi pensado para estudantes de ciências exatas que desejam aprofundar o entendimento em tópicos essenciais para o desenvolvimento acadêmico e profissional, como funções de duas variáveis, limites, derivadas parciais, planos tangentes, diferenciais, regra da cadeia, derivadas direcionais, gradientes e máximos e mínimos, além de sequências e séries. Cada capítulo ... Read more

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Cálculo diferencial e integral III foi pensado para estudantes de ciências exatas que desejam aprofundar o entendimento em tópicos essenciais para o desenvolvimento acadêmico e profissional, como funções de duas variáveis, limites, derivadas parciais, planos tangentes, diferenciais, regra da cadeia, derivadas direcionais, gradientes e máximos e mínimos, além de sequências e séries. Cada capítulo
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Differential Modules over Differential Rings

by Andy R. Magid ...

Series series Chapman & Hall/CRC Monographs and Research Notes in Mathematics
Differential Modules over Differential Rings provides an introduction and reference for researchers in commutative and differential algebra and could be used as the basis for a graduate course or seminar. The book is best suited to an audience for whom the terminology of rings, modules, homomorphisms, and categories is already familiar. Although the topic is rooted in differential algebra, and the ... Read more

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Differential Modules over Differential Rings provides an introduction and reference for researchers in commutative and differential algebra and could be used as the basis for a graduate course or seminar. The book is best suited to an audience for whom the terminology of rings, modules, homomorphisms, and categories is already familiar. Although the topic is rooted in differential algebra, and the
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O poder do infinito

Como o cálculo revela os segredos do universo

by Steven Strogatz ...

Translated by Paulo Afonso ...

Da lista de mais vendidos do The New York Times."Aviso: este livro é perigoso. Ele fará você se apaixonar pela matemática.” — Nassim Nicholas Taleb, autor de A lógica do cisne negro“Uma exposição fascinante de como o cálculo diferencial e integral funciona e por que ele tornou nossa vida muito melhor.” — Chris Schluep, Saturday Evening PostO poder do infinito foi um dos fi... ... Read more

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Calculus 1

by BarCharts,Inc ...

This QuickStudy guide includes everything the first year calculus student needs to gain a strong understanding of the basic calculus concepts. It includes: functions, limits, continuity, derivatives & analysis, integration, and much more! ... Read more

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This QuickStudy guide includes everything the first year calculus student needs to gain a strong understanding of the basic calculus concepts. It includes: functions, limits, continuity, derivatives & analysis, integration, and much more!
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Classical and Quantum Models and Arithmetic Problems

by David Chudnovsky ...

Series series Lecture Notes in Pure and Applied Mathematics
Here is an unsurpassed resource-important accounts of a variety of dynamic systems topicsrelated to number theory. Twelve distinguished mathematicians present a rare complete analyticsolution of a geodesic quantum problem on a negatively curved surface ... and explicitdetermination of modular function growth near a real point .. . applications of number theoryto dynamical systems and applications ... Read more

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Here is an unsurpassed resource-important accounts of a variety of dynamic systems topicsrelated to number theory. Twelve distinguished mathematicians present a rare complete analyticsolution of a geodesic quantum problem on a negatively curved surface ... and explicitdetermination of modular function growth near a real point .. . applications of number theoryto dynamical systems and applications
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Mathematical Analysis for Engineering and Applied Sciences

Foundational and Fundamental Aspects

Edited by Hemen Dutta, Ahmet Ocak Akdemir ...

Series series Mathematics and its Applications
The book explores a range of mathematical topics essential for application in engineering and applied sciences. It explores both the theoretical and practical aspects, providing a comprehensive foundation for the development of robust theories applicable to engineering and applied sciences.Mathematical Analysis for Engineering and Applied Sciences: Foundational and Fundamental Aspects discusses ... Read more

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The book explores a range of mathematical topics essential for application in engineering and applied sciences. It explores both the theoretical and practical aspects, providing a comprehensive foundation for the development of robust theories applicable to engineering and applied sciences.Mathematical Analysis for Engineering and Applied Sciences: Foundational and Fundamental Aspects discusses
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Big Data Analytics and Computing for Digital Forensic Investigations

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Digital forensics has recently gained a notable development and become the most demanding area in today’s information security requirement. This book investigates the areas of digital forensics, digital investigation and data analysis procedures as they apply to computer fraud and cybercrime, with the main objective of describing a variety of digital crimes and retrieving potential digital ... Read more

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Digital forensics has recently gained a notable development and become the most demanding area in today’s information security requirement. This book investigates the areas of digital forensics, digital investigation and data analysis procedures as they apply to computer fraud and cybercrime, with the main objective of describing a variety of digital crimes and retrieving potential digital
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Calculus Made Easy

by Silvanus Thompson, GP Editors ...

‘Calculus Made Easy’ contains a concise exposition of elementary calculus and a very simple introduction to differential and integral calculus. In writing this text, Silvanus Thompson has aimed to furnish most practically and understandably, the fundamentals of calculus, specially designed for those with an interest in the topic but with limited previous knowledge and an understandable reticence ... Read more

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‘Calculus Made Easy’ contains a concise exposition of elementary calculus and a very simple introduction to differential and integral calculus. In writing this text, Silvanus Thompson has aimed to furnish most practically and understandably, the fundamentals of calculus, specially designed for those with an interest in the topic but with limited previous knowledge and an understandable reticence
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Strain Solitons in Solids and How to Construct Them

by Alexander M. Samsonov ...

Series series Monographs and Surveys in Pure and Applied Mathematics
Although the theory behind solitary waves of strain shows that they hold significant promise in nondestructive testing and a variety of other applications, an enigma has long persisted-the absence of observable elastic solitary waves in practice. Inspired by this apparent contradiction, Strain Solitons in Solids and How to Construct Them refines th ... Read more

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Although the theory behind solitary waves of strain shows that they hold significant promise in nondestructive testing and a variety of other applications, an enigma has long persisted-the absence of observable elastic solitary waves in practice. Inspired by this apparent contradiction, Strain Solitons in Solids and How to Construct Them refines th
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Introduction To The Calculus of Variations And Its Applications

by Frederic Wan ...

This comprehensive text provides all information necessary for an introductory course on the calculus of variations and optimal control theory. Following a thorough discussion of the basic problem, including sufficient conditions for optimality, the theory and techniques are extended to problems with a free end point, a free boundary, auxiliary and inequality constraints, leading to a study of ... Read more

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This comprehensive text provides all information necessary for an introductory course on the calculus of variations and optimal control theory. Following a thorough discussion of the basic problem, including sufficient conditions for optimality, the theory and techniques are extended to problems with a free end point, a free boundary, auxiliary and inequality constraints, leading to a study of
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Integral and Discrete Transforms with Applications and Error Analysis

by Abdul Jerri ...

Series series Chapman & Hall/CRC Pure and Applied Mathematics
This reference/text desribes the basic elements of the integral, finite, and discrete transforms - emphasizing their use for solving boundary and initial value problems as well as facilitating the representations of signals and systems.;Proceeding to the final solution in the same setting of Fourier analysis without interruption, Integral and Discrete Transforms with Applications and Error ... Read more

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This reference/text desribes the basic elements of the integral, finite, and discrete transforms - emphasizing their use for solving boundary and initial value problems as well as facilitating the representations of signals and systems.;Proceeding to the final solution in the same setting of Fourier analysis without interruption, Integral and Discrete Transforms with Applications and Error
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Recommended For You

Calculus eBooks

Measurement

A Tour of the Calculus

Calculus: A Complete Introduction

Schaum's 3,000 Solved Problems in Calculus

Maths Hacks

Introduction To The Fractional Calculus Of Variations

Calculus Methods (Speedy Study Guides)

Generalized Radon Transforms and Imaging by Scattered Particles

Open Problems in the Geometry and Analysis of Banach Spaces

Correct Antidifferentiation: The Change Of Variable Well Done

The Geometric Theory of Complex Variables

微积分 Volume3

微积分 Volume2

Cálculo diferencial e integral III

Differential Modules over Differential Rings

O poder do infinito

Calculus 1

Classical and Quantum Models and Arithmetic Problems

Mathematical Analysis for Engineering and Applied Sciences

Big Data Analytics and Computing for Digital Forensic Investigations

Calculus Made Easy

Strain Solitons in Solids and How to Construct Them

Introduction To The Calculus of Variations And Its Applications

Integral and Discrete Transforms with Applications and Error Analysis