Average customer rating:
- Lacking in going from abstract to application
- Finite Mathematics for Business Economics, Life Sciences and Social Sciences (10th Edition)
- NOT USER FRIENDLY!
- Sound choice for a finite math textbook
- Many exercises in economics, life and the social sciences
|
Finite Mathematics for Business, Economics, Life Sciences and Social Sciences (11th Edition)
Raymond A Barnett ,
Michael R Ziegler , and
Karl E Byleen
Manufacturer: Prentice Hall
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ASIN: 0132255707 |
Book Description
Designed to be accessible, this book develops a thorough, functional understanding of mathematical concepts in preparation for their application in other areas. Coverage concentrates on developing concepts and ideas followed immediately by developing computational skills and problem solving.
This book features a collection of important topics from mathematics of finance, linear algebra, linear programming, probability, and statistics, with an emphasis on cross-discipline principles and practices.
For the professional who wants to acquire essential mathematical tools for application in business, economics, and the life and social sciences.
Customer Reviews:
Lacking in going from abstract to application.......2007-09-23
This review is for the 11th edition of the book. I am using this for a business math course and overall the book is lacking. Many of the examples presented in the chapters are simplistic and have no relation to the difficulty of the application examples. It's unfortunate that the solutions manual while containing the solutions to the examples does not go into more detail in how to solve these type of problems. While it appears the authors goal is to go from abstract to application, he misses the mark. I find myself consulting external resources for almost every chapter. Not recommended.
Finite Mathematics for Business Economics, Life Sciences and Social Sciences (10th Edition).......2005-09-17
They sent me the wrong book. I ordered the Finite Mathematics for Business Economics, Life Sciences and Social Sciences (10th Edition)by Raymond A. Barnett and received the solution manual. I feel very disapointed with this purchase.
NOT USER FRIENDLY!.......2005-09-08
I am using this textbook for my Math for Business and Economics class and it is terrible. This book is not written taking into consideration the audience "Business Majors". Concepts are better explained in the Chapter review than under the sections they are being presented. There is only 1 example for each new concept and definitions are written using one or two definitions of new concepts within it. If this book is intended to take the student from the abstract concept to the real world it sure doesn't do this. I understood the material better in my Intermediate Algebra class than I do now.
Sound choice for a finite math textbook.......2004-06-27
This is a very sound choice as a textbook for a course in finite mathematics. The coverage is appropriate, the level suitable for the non-math major, the explanations are excellent and the authors take the title seriously.
The topics are covered in the following order:
* Elementary functions and their graphs.
* The mathematics of finance.
* Matrices and systems of linear equations.
* Linear inequalities and linear programming.
* Logic, set theory and basic counting.
* Probability and probability distributions.
* Basic game and decision theory.
* Markov chains.
There are many exercises and at the end of each section there is a set of basic exercises followed by a collection of applied problems. The set of applied problems is split into three categories: business & economics, life sciences and social sciences. Since finite mathematics is often a preparation for students to work in these fields, this format is what impressed me the most. With all of these "real world" problems to work as part of their study, no student using this book could ever legitimately say that they see no purpose to their studies. Solutions to the odd-numbered problems are included.
I came into contact with this book after my choice of textbook was irrevocable. Had I seen it earlier, it would have been the one I used.
Many exercises in economics, life and the social sciences.......2004-06-26
This is a very sound choice as a textbook for a course in finite mathematics. The coverage is appropriate, the level suitable for the non-math major, the explanations are excellent and the authors take the title seriously.
The topics are covered in the following order:
* Elementary functions and their graphs.
* The mathematics of finance.
* Matrices and systems of linear equations.
* Linear inequalities and linear programming.
* Logic, set theory and basic counting.
* Probability and probability distributions.
* Basic game and decision theory.
* Markov chains.
There are many exercises and at the end of each section there is a set of basic exercises followed by a collection of applied problems. The set of applied problems is split into three categories: business & economics, life sciences and social sciences. Since finite mathematics is often a preparation for students to work in these fields, this format is what impressed me the most. With all of these "real world" problems to work as part of their study, no student using this book could ever legitimately say that they see no purpose to their studies. Solutions to the odd-numbered problems are included.
I came into contact with this book after my choice of textbook was irrevocable. Had I seen it earlier, it would have been the one I used.
Book Description
This self-teaching volume provides extremely readable coverage of the principles of finite mathematics and their applications in business, social science, and the life sciences. Topics are presented in a straight-forward, interesting manner (with topics from elementary mathematics reviewed as the need for them arises), and an abundance of worked examples with computational details, practice problems, exercises, chapter self-assessment tests, and reviews of fundamental concepts allow readers to work through the material confidently at their own pace. Contains many examples similar to those found on CPA, GMAT, and GRE Economics exams. Features optional, explicitly detailed use of graphing calculators, electronic spreadsheets, and mathematical software, wherever relevant. Linear Equations and Straight Lines. Matrices. Linear Programming, A Geometric Approach. The Simplex Method. Sets and Counting. Probability. Probability and Statistics. Markov Processes. The Theory of Games. The Mathematics of Finance. Difference Equations and Mathematical Models. Logic. Graphs. For anyone who needs to get up to speed with the applications of mathematics in business, social sciences, or life sciences.
Customer Reviews:
Better than the one I use, but not by enough to change.......2005-10-20
I recently evaluated this book as a possible textbook for the finite mathematics class that I teach. A great deal of space is devoted to the use of technology using a TI-83 graphing calculator and Microsoft Excel spreadsheets. Images of the calculator and computer screens are used to demonstrate the solutions. While I don't use either technology in my class, the presence of the technology solutions had no affect on my opinion of the book.
I would have little difficulty using the book and my students would have no difficulty reading it. The explanations are easy to follow and at a level suitable for the background we require of our students. There are a large number of exercises and the coverage is ordinary. By ordinary, I mean that the covered topics are the standard ones in a college level course in finite mathematics and the order of presentation is a natural one.
In the end, I chose to stick with the book that I have been using. As a general rule, I change books only when I find one that is significantly better and in this case I did not. This book is a good one and even slightly better than the one I am currently using. I just don't believe that the difference is enough to justify the change.
Great Choice.......2005-09-20
I was very satisfied with my results and the sender got my book sent to me extremely quick.
I'm glad I'm the teacher and not the student!!!.......2005-02-10
Wow. This book is bad. I have to use this book -- chosen by the department -- for a class I'm teaching. The fact that the book is a bad choice for this class is not the fault of the book -- I was given the text with instructions to teach chapters 1 - 4, 10, and 11, and then to use extra material for topics not covered in the book -- clearly, this text does not fit the class, and either the course should be redesigned, or a different text should be chosen.
Anyway, a first glance was enough to see how miserably this book is organized. The first chapter covers:
1.1 Coordinate Systems and Graphs
1.2 Linear Inequalities
1.3 The Intersection Point of a Pair of Lines
1.4 The Slope of a Straight Line
1.5 The Method of Least Squares
So, section 1.2 is dependent on 1.3 which is dependent on 1.4 -- isn't the order a bit backwards? And then in 1.5, you're on to a topic which is a huge leap in difficulty from learning how to plot a point on Cartesian coordinates from 1.1. Unbelievable.
This type of interdependence carries on through all of the sections of the book that I've looked at (admittedly not all). It seems that one must already know the material from further ahead in the book in order to use the book to learn the material in the given chapter.
I believe that by this Eighth Edition of the book, the authors should be removed from it -- it should be given to students using this text without already knowing it all, and let those students revise and edit the continuity of the material.
Matrix notation is introduced, virtually without explanation of either how to use it or why. Examples are given that attempt to show how to perform some operations on a TI-83 (or similar) calculator, but these efforts fail miserably.
Frankly, I'm having a hard time even figuring out what it is that this book is trying to teach -- and I already understand the material! If, however, the goal of the book is to confuse students such that they should hate and fear all math courses, then the authors have achieved their goals.
Average customer rating:
- Worthless - too bad no Zero Stars.
- Study Aid
- Good Elementary Book
- Schaum's on FEA Needs to be Updated
- Don't waste your money with other books
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Schaum's Outline of Finite Element Analysis
George R. Buchanan
Manufacturer: McGraw-Hill
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ASIN: 0070087148 |
Book Description
If you want top grades and thorough understanding of finite element analysis, this powerful study tool is the best tutor you can have! It takes you step-by-step through the subject and gives you accompanying related problems with fully worked solutions. You also get additional problems to solve on your own, working at your own speed. (Answers at the back show you how youÕre doing.) Famous for their clarity, wealth of illustrations and examplesÑand lack of dreary minutiaeÑSchaumÕs Outlines have sold more than 30 million copies worldwide. This guide will show you why!
Customer Reviews:
Worthless - too bad no Zero Stars........2007-06-15
Worthless. My class used Reddy's latest FEA book, and the teacher was pretty good with his supplemental notes - meaning they went well with Reddy's book. This book is outdated. I couldn't use to help with any of the hw problems. My advice is to "Search Inside", look at it with Google Books, or better yet find one at a bookstore somewhere and compare to your class text before buying. I've used a few Schaum's before and this is by far the worst (least helpful).
Study Aid.......2007-02-06
The whole Schuams series is an excellent way to refresh your various math skills, and is also a good introduction to any new concepts.
Good Elementary Book.......2006-03-21
It is a good primer book for the newby in Finite Element Analysis. It has good and clear simple examples
Schaum's on FEA Needs to be Updated.......2006-03-21
Schaum's Outline on Finite Element Analysis was a valuable and important source at the time it was first published in 1995. However, in the intervening 11 years, this field has advanced rapidly, and the material in Professor Buchanan's otherwise excellent outline is now seriously dated.
The outline is still useful for some purposes, but anyone who is looking for a brief introduction and overview of FEA as it is done today will be disappointed or even misled if they depend only on this outline.
On the other hand, the outline does provide a number of useful supplementary problems that may help students who are learning to employ modern FEA software and need to build their understanding of the fundamental ideas behind these methods.
Don't waste your money with other books.......2002-12-14
Don't waste your money buying those hardcover books on Finite Element Method. If you wanna learn this subject soon this is the right book. Beside it you should study the book "An Introduction to Finite Element Method" by J. N. Reddy.
Book Description
Non-linear Finite Element Analysis of Solids and Structures Volume 2: Advanced Topics M. A. Crisfield Imperial College of Science, Technology and Medicine, London, UK In such fields as aeronautical, civil, mechanical and structural engineering, non-linear analysis techniques are becoming widely used for the solution of practical engineering problems. Taking an engineering rather than a mathematical bias, this comprehensive book builds on the fundamental ideas explained in Volume One, introducing the reader to more detailed, advanced topics. Large strains and large rotations, plasticity with a range of yield criteria and hardening rules, stability theory and advanced solution procedures including branch-switching techniques, contact and friction, and nonlinear dynamics, are covered in depth. Examples from a non-linear finite element computer program incorporating the advanced solution procedures are included. The computer program is available on the Internet via anonymous ftp, using the URL ftp://ftp.cc.ic.ac.uk/pub/depts/aero/nonlin2/.
Customer Reviews:
Excellent Study.......2004-08-05
Crisfield's first and second books are excellent sources for anyone from different disiplines. His success can be attributed to explaining the materials in their simple forms and to his notations that is easy to follow. Starting from 1D nonlinear truss elements to 3D beam-column elements, all concepts are explained in a similar way so once you are into it, it is easy to follow the text. I mostly studied his work on finite rotations, and arc-length algorithms.
Non-linear FEM for mere mortals........2000-07-17
Very elegantly written with excellent notation. Brings the implementaion of things like co-rotational FEM programming within the grasp of people with a mere engineering background. I especially liked the chapter on large rotations.
Average customer rating:
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Introduction to Vertex Operator Superalgebras and Their Modules (Mathematics and Its Applications)
Xiaoping Xu
Manufacturer: Springer
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ASIN: 0792352424 |
Book Description
This book presents a systematic study on the structures of vertex operator superalgebras and their modules. Related theories of self-dual codes and lattices are included, as well as recent achievements on classifications of certain simple vertex operator superalgebras and their irreducible twisted modules, constructions of simple vertex operator superalgebras from graded associative algebras and their anti-involutions, self-dual codes and lattices.
Audience: This book is of interest to researchers and graduate students in mathematics and mathematical physics.
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Finite Element Methods for Maxwell's Equations (Numerical Analysis and Scientific Computation Series)
Peter Monk
Manufacturer: Oxford University Press, USA
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The Finite Element Method in Electromagnetics
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ASIN: 0198508883 |
Book Description
Since the middle of the last century, computing power has increased sufficiently that the direct numerical approximation of Maxwell's equations is now an increasingly important tool in science and engineering. Parallel to the increasing use of numerical methods in computational electromagnetism there has also been considerable progress in the mathematical understanding of the properties of Maxwell's equations relevant to numerical analysis. The aim of this book is to provide an up to date and sound theoretical foundation for finite element methods in computational electromagnetism. The emphasis is on finite element methods for scattering problems that involve the solution of Maxwell's equations on infinite domains. Suitable variational formulations are developed and justified mathematically. An error analysis of edge finite element methods that are particularly well suited to Maxwell's equations is the main focus of the book. The methods are justified for Lipschitz polyhedral domains that can cause strong singularities in the solution. The book finishes with a short introduction to inverse problems in electromagnetism.
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Computational Contact Mechanics
Peter Wriggers
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ASIN: 3540326081 |
Book Description
This is the second edition of the valuable reference source for numerical simulations of contact mechanics suitable for many fields like civil engineering, car design, aeronautics, metal forming, or biomechanics. Boundary value problems involving contact are of great importance in industrial applications in engineering such as bearings, metal forming processes, rubber seals, drilling problems, crash analysis of cars, rolling contact between car tires and the road, cooling of electronic devices... Other applications are related to biomechanical engineering design where human joints, implants or teeth are of consideration. Due to this variety, contact problems are today combined either with large elastic or inelastic deformations including time dependent responses. Thermal coupling also might have to be considered. Even stability behaviour has to be linked to contact. The topic of computational contact is described in depth providing an up-to-date treatment of different formulations, algorithms and discretisation techniques for contact problems which are established in the geometrically linear and nonlinear range. This book provides the necessary continuum mechanics background which includes the derivation of the contact constraints. Constitutive equations stemming from tribology which are valid at the contact interface are discussed in detail. Discretization schemes for small and finite deformations are discussed in depth. Solid and beam contact is considered as well as contact of unstable systems and thermomechanical contact. The algorithmic side covers a broad range of solution methods. Additionally adaptive discretisation techniques for contact analysis are presented as a modern tool for engineering design simulations. The present text book is written for graduate, Masters and PhD students, but also for engineers in industry, who have to simulate contact problems in practical application and wish to understand the theoretical and algorithmic background of contact treatment in modern finite element systems. For this second edition, illustrative simplified examples and new discretisation schemes and adaptive procedures for coupled problems are added.
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The Geometry of the Word Problem for Finitely Generated Groups (Advanced Courses in Mathematics - CRM Barcelona)
Noel Brady ,
Hamish Short , and
Tim Riley
Manufacturer: Birkhäuser Basel
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ASIN: 3764379499 |
Book Description
The origins of the word problem are in group theory, decidability and complexity, but, through the vision of M. Gromov and the language of filling functions, the topic now impacts the world of large-scale geometry, including topics such as soap films, isoperimetry, coarse invariants and curvature.
The first part introduces van Kampen diagrams in Cayley graphs of finitely generated, infinite groups; it discusses the van Kampen lemma, the isoperimetric functions or Dehn functions, the theory of small cancellation groups and an introduction to hyperbolic groups.
One of the main tools in geometric group theory is the study of spaces, in particular geodesic spaces and manifolds, such that the groups act upon. The second part is thus dedicated to Dehn functions, negatively curved groups, in particular, CAT(0) groups, cubings and cubical complexes.
In the last part, filling functions are presented from geometric, algebraic and algorithmic points of view; it is discussed how filling functions interact, and applications to nilpotent groups, hyperbolic groups and asymptotic cones are given. Many examples and open problems are included.
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