Exterior Differential Systems

Discover the fascinating world of mathematics with Exterior Differential Systems by Robert L. Bryant. Published by Springer-Verlag New York Inc. in 2011, this comprehensive paperback edition is a softcover reprint of the original first edition from 1991. Spanning 475 pages, this book delves into the intricate concept of exterior differential systems, which are defined as systems of equations on a manifold that equate a number of exterior differential forms to zero.

Explore how these systems can encompass partial differential equations with various independent and dependent variables, and learn about the implications of partial derivatives of any order. This essential text is perfect for mathematicians, students, and anyone interested in advanced mathematical theories. Enhance your understanding of differential systems with this authoritative guide by one of the leading experts in the field.