What makes this book a staple in university curricula are its student-friendly features:
Each chapter includes numerous solved examples to clarify theoretical points.
Utilizing potential theory to understand airflow over wings. Signal Processing: Leveraging the Z-transform and Fourier analysis, which are rooted in complex theory. Educational Value What makes this book a staple in university
Using complex velocity potentials to model ideal fluid flow around obstacles.
The book's authority is bolstered by its author's impressive credentials. At the time of writing, Prof. Kasana was a Professor and Head of the Department of Mathematics and Computer Applications at the Thapar Institute of Engineering and Technology in Patiala, India. His international reputation is demonstrated by his tenure as a 'Visiting Fellow' at Uppsala University, Sweden, and as a 'Visiting Professor' at the Mathematisches Forschungs Institut in Oberwolfach, Germany. He was also nominated as a 'Senior Associate' by UNESCO through the International Centre for Theoretical Physics, Italy. Having authored over a hundred research papers and guided numerous Ph.D. scholars, Prof. Kasana brings a wealth of expertise and pedagogical insight to the text. Educational Value Using complex velocity potentials to model
While is one of the most widely used textbooks in the field, Kasana's book offers a distinct perspective. Kasana's text places a stronger emphasis on providing a comprehensive conceptual development, making it an excellent choice for readers seeking a deeper theoretical understanding alongside practical applications.It is also notable for its extensive coverage of theorems with complete proofs, making it a valuable reference.
The text is structured to lead students from basic complex algebra to specialized transformations: Kasana was a Professor and Head of the
, which are the gatekeepers of differentiability in the complex plane. Complex Integration:
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