Kenneth Kuttler is Professor in the Department of Mathematics at Brigham Young University. His primary area of research is Partial Differential Equations and Inclusions. He works on abstract methods for determining whether problems of this sort are well posed. Lately, he has been working on the mathematical theory of problems from contact mechanics including friction, wear, and damage. He has also been studying extensions to stochastic equations and inclusions.
Books Authored by Kenneth Kuttler
Post date: 15 Feb 2021
This is on linear algebra and its interaction with analysis. It emphasizes the main ideas, both algebraic and geometric and attempts to present these ideas as quickly as possible without being overly terse.
This is on linear algebra and its interaction with analysis. It emphasizes the main ideas, both algebraic and geometric and attempts to present these ideas as quickly as possible without being overly terse.
Post date: 15 Feb 2021This is on linear algebra and its interaction with analysis. It emphasizes the main ideas, both algebraic and geometric and attempts to present these ideas as quickly as possible without being overly terse.
Linear Algebra, Theory and Applications
Post date: 07 Apr 2016This is a book on linear algebra and matrix theory. It is assumed that the reader has had some exposure to linear algebra and calculus.
Publisher:
Textbook Equity LLC
Publication date: 29 Jan 2012
License: Creative Commons Attribution 3.0 Unported
Publication date: 29 Jan 2012
License: Creative Commons Attribution 3.0 Unported
Linear Algebra, Theory and Applications
Post date: 07 Apr 2016This is a book on linear algebra and matrix theory. It is assumed that the reader has had some exposure to linear algebra and calculus.
Publisher:
Textbook Equity LLC
Publication date: 29 Jan 2012
License: Creative Commons Attribution 3.0 Unported
Publication date: 29 Jan 2012
License: Creative Commons Attribution 3.0 Unported
Multivariable Advanced Calculus
Post date: 12 Apr 2008This book develops multivariable advanced calculus. It is directed to people who have a good understanding of the concepts of one variable calculus including the notions of limit of a sequence and completeness of R.
Publication date: 07 Feb 2016
Multivariable Advanced Calculus
Post date: 12 Apr 2008This book develops multivariable advanced calculus. It is directed to people who have a good understanding of the concepts of one variable calculus including the notions of limit of a sequence and completeness of R.
Publication date: 07 Feb 2016
One Variable Advanced Calculus
Post date: 12 Apr 2008A treatment for a subject which places calculus as part of mathematics and involves proofs and definitions, not algorithms and busy work. It is assumed the reader is familiar enough with elementary functions.
Publication date: 09 Mar 2014
One Variable Advanced Calculus
Post date: 12 Apr 2008A treatment for a subject which places calculus as part of mathematics and involves proofs and definitions, not algorithms and busy work. It is assumed the reader is familiar enough with elementary functions.
Publication date: 09 Mar 2014
Multivariable Calculus, Applications and Theory
Post date: 26 Jun 2007Starts with the necessary linear algebra and then uses it as a framework upon which to build multivariable calculus. Many applications are presented, some of these are very difficult but worthwhile. Hard sections are starred in the table of contents.
Multivariable Calculus, Applications and Theory
Post date: 26 Jun 2007Starts with the necessary linear algebra and then uses it as a framework upon which to build multivariable calculus. Many applications are presented, some of these are very difficult but worthwhile. Hard sections are starred in the table of contents.
Calculus, Applications and Theory
Post date: 26 Jun 2007This book gives complete proofs of all theorems in one variable calculus and to at least give plausibility arguments for those in multiple dimensions. Serious students will find complete explanations in this book.
Calculus, Applications and Theory
Post date: 26 Jun 2007This book gives complete proofs of all theorems in one variable calculus and to at least give plausibility arguments for those in multiple dimensions. Serious students will find complete explanations in this book.
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