# Top ten math books on Transformations

There are many aspects of math that are important to understand. Whether you are putting it to use in the workplace or simply to gain a better understanding personally, you will find that having the right books on the subject can make this much easier for you. There are a few books you should know about with this.

**Matrices and Linear Transformations: Second Edition**

If you are a beginner to this study of math then this introductory level book will be perfect for your needs. You will find that this is a comprehensive looks at linear transformations that can help to give you the knowledge you are looking for.

**3D Math Primer for Graphics and Game Development**

This books is designed to give you the understanding you need with linear transformations. You will be able to get a better understanding of the math behind this practice. It can also help you to get a better understanding of the way this is applied to graphics and video game development.

**Transformation Geometry: An Introduction to Symmetry**

The focus of this book is introducing people to transformation geometry and Euclidean geometry as a whole. There are many aspects that need to be taken into consideration with this and by having the basic understanding you will be ready to study this topic in greater detail.

**A Student’s Guide to Fourier Transforms: With Applications in Physics and Engineering**

Designed specifically for students studying this topic, it can help to give you a better understanding of what you are learning. It is a great purchase as a study guide to help you with your classes. It focuses on the uses of this for telecommunications, electronics, optics and more. You will also learn about the multidimensional Fourier Theory.

**Principles of Applied Mathematics: Transformation and Approximation**

This book can help to give you a better understanding of this practice of math. It is intended to be a one year course where you will learn in depth about these mathematical practices. However, most people who use this find that it is so in depth that it is hard to cover in simply one year.

**Transformation Groups Applied to Mathematical Physics**

The point of this book is to help people to look at mathematical physics from a different angle. There are some people who are too stuck on the equation to find the answer and some who have the opposite problem. By understanding how you can see both in a more clear manner will help you to not only understand mathematical physics better but find more ways to put it to use.

**Radon Transforms and Tomography**

Designed for radiologists and those studying radon, this book can give you a better understanding of transforms and math in general. You will learn about the way that it is applied in these circumstances. While some of the information may be above your knowledge level if you are not studying radiology, it can help to give you a real life application that you can learn from.

**Introduction to Fourier Optics**

While this is an introductory level book, there is still a lot that can be learned about the Fourier Theory and application. It also goes into new advances in this area so that you can stay on the cutting edge of mathematical and transformation theory.

**The Best Approximation and Optimization in Locally Convex Spaces**

If you want to keep up to date on the newest results in approximation and optimization then this is the book for you. It talks about some of the newest advances so you will have the most current understanding of this practice. it uses the concept of the nuclear cone in relation to Pareto optimization to get the results.