Spectrum as the word itself signifies is the coverage of the concepts, characteristics, etc of any subject or topic in the widest possible manner. And Arihant is back with its popular Mathematics Spectrum to provide wide coverage of the concepts covered under the JEE Main and Advanced Mathematics syllabi.This monthly magazine will ensure thorough understanding of the concepts covered under JEE Main and Advanced syllabi through various sections like Master the NCERT, Board Exam Corner, School Practice, Olympiad Practice and Revision through Concept Maps.

Become acquainted with the wonderful world of atoms and molecules. The Smart Guide to Chemistry is written for readers who have no previous exposure to chemistry, although if you have taken a chemistry course or two, you should find this book to be a good review of the subject. The amount of mathematics is kept to a minimum. It should be sufficient if you can handle the fundamentals of arithmetic and algebra. You can also feel free to skip the mathematics and should be able to do so without losing the thread of the remaining material.

Language and Mathematics: An Interdisciplinary Guide

This book explores the many disciplinary and theoretical links between language, linguistics, and mathematics. It examines trends in linguistics, such as structuralism, conceptual metaphor theory, and other relevant theories,to show that language and mathematics have a similar structure, but differential functions, even though one without the other would not exist.

What can a physicist gain by studying mathematics? By gathering together everything a physicist needs to know about mathematics in one comprehensive and accessible guide, this is the question Mathematics for Physics and Physicists successfully takes on. Mathematics for Physics and Physicists is the resource today's physicists must have to strengthen their math skills and to gain otherwise unattainable insights into their fields of study

This textbook for senior undergraduate and first year graduate-level courses in linear algebra and analysis, covers linear algebra, multilinear algebra, canonical forms of matrices, normal linear vector spaces and inner product spaces. These topics provide all of the prerequisites for graduate students in mathematics to prepare for advanced-level work in such areas as algebra, analysis, topology and applied mathematics.