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Microeconomics in Context

Microeconomics in Context

Microeconomics in Context lays out the principles of microeconomics in a manner that is thorough up to date and relevant to students. Like its counterpart Macroeconomics in Context the book is uniquely attuned to economic social and environmental realities. The In Context books offer an engaging coverage of current research and policy issues from economic inequality and climate change to taxes and globalization. Key features include: Up-to-date discussions of the impacts of the COVID-19 pandemic on inequality labor markets and beyond Analysis of recent trade issues and the implications of Brexit Presentation of policy issues in historical environmental institutional social political and ethical contexts—an approach that fosters critical evaluation of the standard microeconomic models Clear explanations of basic concepts and analytical tools with advanced models presented in optional chapter appendices A powerful graphical presentation of various measures of well-being in the United States and other countries including income inequality tax systems educational attainment and environmental quality A focus on human well-being from a multidimensional perspective including traditional economic metrics and factors such as health equity and political inclusion A full complement of student and instructor support materials online. The book combines real-world relevance with a thorough grounding in multiple economic paradigms. It is the ideal textbook for modern introductory courses in microeconomics. The book's companion website is available at: www. bu. edu/eci/micro

GBP 56.99
1

Islamic Microeconomics An Introduction

Elementary Vector Calculus and Its Applications with MATLAB Programming

Elementary Vector Calculus and Its Applications with MATLAB Programming

Sir Isaac Newton one of the greatest scientists and mathematicians of all time introduced the notion of a vector to define the existence of gravitational forces the motion of the planets around the sun and the motion of the moon around the earth. Vector calculus is a fundamental scientific tool that allows us to investigate the origins and evolution of space and time as well as the origins of gravity electromagnetism and nuclear forces. Vector calculus is an essential language of mathematical physics and plays a vital role in differential geometry and studies related to partial differential equations widely used in physics engineering fluid flow electromagnetic fields and other disciplines. Vector calculus represents physical quantities in two or three-dimensional space as well as the variations in these quantities. The machinery of differential geometry of which vector calculus is a subset is used to understand most of the analytic results in a more general form. Many topics in the physical sciences can be mathematically studied using vector calculus techniques. This book is designed under the assumption that the readers have no prior knowledge of vector calculus. It begins with an introduction to vectors and scalars and also covers scalar and vector products vector differentiation and integrals Gauss's theorem Stokes's theorem and Green's theorem. The MATLAB programming is given in the last chapter. This book includes many illustrations solved examples practice examples and multiple-choice questions. | Elementary Vector Calculus and Its Applications with MATLAB Programming

GBP 99.99
1

Advanced Calculus Theory and Practice

Advanced Calculus Theory and Practice

Advanced Calculus: Theory and Practice Second Edition offers a text for a one- or two-semester course on advanced calculus or analysis. The text improves students’ problem-solving and proof-writing skills familiarizes them with the historical development of calculus concepts and helps them understand the connections among different topics. The book explains how various topics in calculus may seem unrelated but have common roots. Emphasizing historical perspectives the text gives students a glimpse into the development of calculus and its ideas from the age of Newton and Leibniz to the twentieth century. Nearly 300 examples lead to important theorems. Features of the Second Edition:Improved Organization. Chapters are reorganized to address common preferences. Enhanced Coverage of Axiomatic Systems. A section is added to include Peano’s system of axioms for the set of natural numbers and their use in developing the well-known properties of the set N. Expanded and Organized Exercise Collection. There are close to 1 000 new exercises many of them with solutions or hints. Exercises are classified based on the level of difficulty. Computation-oriented exercises are paired and solutions or hints provided for the odd-numbered questions. Enrichment Material. Historical facts and biographies of over 60 mathematicians. Illustrations. Thirty-five new illustrations are added in order to guide students through examples or proofs. About the Author:John Srdjan Petrovic is a professor at Western Michigan University. | Advanced Calculus Theory and Practice

GBP 42.99
1

Advanced Calculus An Introduction to Modern Analysis

Advanced Calculus An Introduction to Modern Analysis

Advanced Calculus: An Introduction to Modem Analysis an advanced undergraduate textbook provides mathematics majors as well as students who need mathematics in their field of study with an introduction to the theory and applications of elementary analysis. The text presents inan accessible form a carefully maintained balance between abstract concepts and applied results ofsignificance that serves to bridge the gap between the two- or three-cemester calculus sequence andsenior/graduate level courses in the theory and appplications of ordinary and partial differentialequations complex variables numerical methods and measure and integration theory. The book focuses on topological concepts such as compactness connectedness and metric spaces and topics from analysis including Fourier series numerical analysis complex integration generalizedfunctions and Fourier and Laplace transforms. Applications from genetics spring systems enzyme transfer and a thorough introduction to the classical vibrating string heat transfer andbrachistochrone problems illustrate this book's usefulness to the non-mathematics major. Extensiveproblem sets found throughout the book test the student's understanding of the topics andhelp develop the student's ability to handle more abstract mathematical ideas. Advanced Calculus: An Introduction to Modem Analysis is intended for junior- and senior-levelundergraduate students in mathematics biology engineering physics and other related disciplines. An excellent textbook for a one-year course in advanced calculus the methods employed in thistext will increase students' mathematical maturity and prepare them solidly for senior/graduatelevel topics. The wealth of materials in the text allows the instructor to select topics that are ofspecial interest to the student. A two- or three ll?lester calculus sequence is required for successfuluse of this book. | Advanced Calculus An Introduction to Modern Analysis

GBP 59.99
1

Introduction To The Calculus of Variations And Its Applications

Multivariate Calculus

Handbook of Fractional Calculus for Engineering and Science

Constrained Optimization In The Calculus Of Variations and Optimal Control Theory

Fractional Calculus for Hydrology Soil Science and Geomechanics An Introduction to Applications

Misteaks. . . and how to find them before the teacher does. . . A Calculus Supplement 3rd Edition

Introduction to Stochastic Calculus Applied to Finance

Functional Analysis Calculus of Variations and Numerical Methods for Models in Physics and Engineering

Pocket Book of Integrals and Mathematical Formulas

Practical MATLAB Basics for Engineers

Engineering Dynamics Fundamentals and Applications

Engineering Dynamics Fundamentals and Applications

This textbook is intended for the first course of engineering dynamics for undergraduate students. Engineering dynamics is a rigorous topic that typically involves the intensive use of vector mathematics and calculus. This book however uses plain language with less vector mathematics and calculus to introduce these topics of mathematics to students with a high school physics background. Numerous practical examples are provided with their step-by-step worked out solutions as well as case studies to reflect the interests of new engineering and applied engineering students. The topics covered in the Fundamentals of Engineering (FE) examination are presented throughout the text. It also includes roadway dynamics to incorporate engineering dynamics and transportation engineering for civil engineering. Features: Discusses theory using easy-to-understand language with less vector mathematics and calculus Includes practical case studies and numerous realistic step-by-step solved examples Includes exercise problems for students’ practice Provides numerous sample examples related to the Fundamentals of Engineering (FE) exam Includes a solutions manual and PowerPoint slides for adopting instructors Engineering Dynamics: Fundamentals and Applications serves as a useful resource for students across several engineering degree programs such as civil mechanical aerospace automotive chemical and electrical engineering. It is also appropriate for engineering technology and applied science students as well. | Engineering Dynamics Fundamentals and Applications

GBP 99.99
1

Introduction to Financial Derivatives with Python

Introductory Concepts for Abstract Mathematics

Polarized Light and Optical Systems

Polarized Light and Optical Systems

Polarized Light and Optical Systems presents polarization optics for undergraduate and graduate students in a way which makes classroom teaching relevant to current issues in optical engineering. This curriculum has been developed and refined for a decade and a half at the University of Arizona’s College of Optical Sciences. Polarized Light and Optical Systems provides a reference for the optical engineer and optical designer in issues related to building polarimeters designing displays and polarization critical optical systems. The central theme of Polarized Light and Optical Systems is a unifying treatment of polarization elements as optical elements and optical elements as polarization elements. Key Features Comprehensive presentation of Jones calculus and Mueller calculus with tables and derivations of the Jones and Mueller matrices for polarization elements and polarization effects Classroom-appropriate presentations of polarization of birefringent materials thin films stress birefringence crystal polarizers liquid crystals and gratings Discussion of the many forms of polarimeters their trade-offs data reduction methods and polarization artifacts Exposition of the polarization ray tracing calculus to integrate polarization with ray tracing Explanation of the sources of polarization aberrations in optical systems and the functional forms of these polarization aberrations Problem sets to build students’ problem-solving capabilities.

GBP 180.00
1

Probability and Statistics for Engineering and the Sciences with Modeling using R

Probability and Statistics for Engineering and the Sciences with Modeling using R

Probability and statistics courses are more popular than ever. Regardless of your major or your profession you will most likely use concepts from probability and statistics often in your career. The primary goal behind this book is offering the flexibility for instructors to build most undergraduate courses upon it. This book is designed for either a one-semester course in either introductory probability and statistics (not calculus-based) and/or a one-semester course in a calculus-based probability and statistics course. The book focuses on engineering examples and applications while also including social sciences and more examples. Depending on the chapter flows a course can be tailored for students at all levels and background. Over many years of teaching this course the authors created problems based on real data student projects and labs. Students have suggested these enhance their experience and learning. The authors hope to share projects and labs with other instructors and students to make the course more interesting for both. R is an excellent platform to use. This book uses R with real data sets. The labs can be used for group work in class or for self-directed study. These project labs have been class-tested for many years with good results and encourage students to apply the key concepts and use of technology to analyze and present results. | Probability and Statistics for Engineering and the Sciences with Modeling using R

GBP 89.99
1

Optimal Decisions In Markets And Planned Economies

Economic Theory

Microeconomic Theory A Heterodox Approach