Transforming a body of text into corresponding mathematical
expressions and models is traditionally viewed and taught as a
mathematical problem; it is also a task that most find difficult.
The Language of Mathematics: Utilizing Math in Practice
reveals a new way to view this process-not as a mathematical problem,
but as a translation, or language, problem. By presenting the language
of mathematics explicitly and systematically, this book helps readers
to learn mathematics¿and improve their ability to apply mathematics
more efficiently and effectively to practical problems in their own work.
Using parts of speech to identify variables and functions in a
mathematical model is a new approach, as is the insight that examining
aspects of grammar is highly useful when formulating a corresponding
mathematical model. This book identifies the basic elements of the
language of mathematics, such as values, variables, and functions,
while presenting the grammatical rules for combining them into
expressions and other structures. The author describes and defines
different notational forms for expressions, and also identifies the
relationships between parts of speech and other grammatical elements
in English and components of expressions in the language of
mathematics. Extensive examples are used throughout that cover a wide
range of real-world problems and feature diagrams and tables to
facilitate understanding.
The Language of Mathematics is a thought-provoking book of
interest for readers who would like to learn more about the linguistic
nature and aspects of mathematical notation. The book also serves as a
valuable supplement for engineers, technicians, managers, and
consultants who would like to improve their ability to apply
mathematics effectively, systematically, and efficiently to practical problems.
ROBERT LAURENCE BABER is Professor Emeritus in the Department of
Computing and Software at McMaster University, Canada. A Fellow of the
BCS, The Chartered Institute for IT, he has published numerous journal
articles in his areas of research interest, which include mathematical
modeling and the conception, planning, and design of computer-based
systems for technical and business applications.
