New Topological Invariants For Real- And Angle-valued Maps: An Alternative To Morse-novikov Theory

Discover groundbreaking insights in "New Topological Invariants For Real- And Angle-valued Maps: An Alternative To Morse-novikov Theory" by Dan Burghelea, published by World Scientific Publishing Co Pte Ltd in 2017. This comprehensive hardback volume spans 260 pages and delves into innovative alternatives to the renowned Morse-Novikov theory, a key area in geometry and topology. Burghelea's work offers fresh perspectives and methodologies that are essential for researchers and enthusiasts in the field of mathematics. Whether you're a seasoned topologist or a curious learner, this book is an invaluable resource that expands the boundaries of traditional mathematical concepts. Explore the intricate world of topological invariants and enhance your understanding of real- and angle-valued maps with this essential addition to your library.