Open access peer-reviewed Edited Volume

Structure Topology and Symplectic Geometry

Edited by Kamal Shah

University of Malakand

Co-editor:

Min Lei

Shanghai Jiao Tong University

This book presents a broad overview of the theory and applications of structure topology and symplectic geometry. Over six chapters, the authors cover topics such as linear operators, Omega and Clifford algebra, and quasiconformal reflection across polygonal lines. The book also includes four interesting case studies on time series analysis in practice. Finally, it provides a snapshot of some current trends and future challenges in the research of symplectic geometry theory. Structure Topology and Symplectic Geometry is a resource for scholars, researchers, and teachers in the field of mathematics, as well as researchers and students in engineering.

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Structure Topology and Symplectic GeometryEdited by Kamal Shah

Published: April 7th 2021

DOI: 10.5772/intechopen.80177

ISBN: 978-1-83962-599-2

Print ISBN: 978-1-83962-598-5

eBook (PDF) ISBN: 978-1-83962-600-5

Copyright year: 2021

Books open for chapter submissions

1171 Total Chapter Downloads

2 Crossref Citations

2 Dimensions Citations

chaptersDownloads

Open access peer-reviewed

1. A Review Note on the Applications of Linear Operators in Hilbert Space

By Karthic Mohan and Jananeeswari Narayanamoorthy

68

Open access peer-reviewed

2. Operator Topology for Logarithmic Infinitesimal Generators

By Yoritaka Iwata

217

Open access peer-reviewed

3. New Topology on Symmetrized Omega Algebra

By Mesfer Alqahtani, Cenap Özel and Ibtesam Alshammari

238

Open access peer-reviewed

4. Some Applications of Clifford Algebra in Geometry

By Ying-Qiu Gu

249

Open access peer-reviewed

5. Quasiconformal Reflections across Polygonal Lines

By Samuel L. Krushkal

184

Open access peer-reviewed

6. Symplectic Geometry and Its Applications on Time Series Analysis

By Min Lei

215

Edited Volume and chapters are indexed in

  • Worldcat
  • OpenAIRE
  • Google Scholar
  • AZ ebsco
  • Base
  • CNKI

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