Springer Nilpotent Lie Groups (English, Special Edition, Roe W. Goodman)

About the Book

Structure of nilpotent Lie algebras and Lie groups.- Nilpotent Lie algebras as tangent spaces.- Singular integrals on spaces of homogeneous type.- Applications.

Why You Should Read This Book

• Written by acclaimed author Roe W. Goodman
• Published by Springer, a respected name in academic and professional publishing
• Covers the domain of Algebra / General with depth and clarity
• Available in English — ideal for students, researchers, and professionals alike
• A trusted reference work that belongs on every serious reader's shelf

Product Details

This Special Edition of Nilpotent Lie Groups is published by Springer and carries ISBN-13 9783540080558. Packaged securely for delivery across India, this edition is ideal for personal libraries, classroom use, and professional reference.

Who Is This Book For?

Whether you are a student preparing for advanced coursework, a researcher deepening your expertise, or a professional staying current with the field, Nilpotent Lie Groups by Roe W. Goodman is an excellent choice. Order your copy today from BookBajar and enjoy free shipping with Cash on Delivery available across India.