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This book covers quantum mechanics and its applications across multiple fields, starting with parameter estimation and probability density functions, and examines quantum systems, statistical image processing, and mathematical frameworks. The book connects theoretical physics with applications in robotics, neural networks, and computer vision. - Quantum mechanics with stochastic calculus and filtering theory - Radon transform applications in image reconstruction - Quantum field theories and chiral anomalies - Algebraic geometry and group theory applications - Supersymmetry, cohomology, and quantum effective action Suitable for graduate students and researchers in physics, mathematics, and computer science, this book provides theoretical foundations and practical applications for understanding quantum systems and computational implementations. This title has been co-published with Manakin Press. Taylor & Francis does not sell or distribute the print edition in India, Pakistan, Nepal, Bhutan, Sri Lanka and Bangladesh.
Harish Parthasarathy is Professor in the Electronics & Communication Engineering department at Netaji Subhas University of Technology (NSUT) in New Delhi. His research focuses on quantum mechanics, statistical methods, and computational applications across multiple disciplines, contributing significantly to the fields of stochastic calculus, quantum systems, and image processing techniques.
Chapter 1: Parameter Estimation, Probability Density, Quantum Mechanics, Blackhole Physics, and Robot Tracking Chapter 2: Tracking Pdfs Through Control, Quantum Systems, Neural Network, and Belavkin Filters Chapter 3: Statistical Image Processing, Quantum Mechanics Parameters, Metric Estimation, String Theory, Stochastic Calculus, Group Representations. Chaoter 4: Radon Transform Applications in Computer Vision and Image Reconstruction Chapter 5: Chiral Anomalies and Atiyash-Singer Index Theorem Applications. Chapter 6: Anomalies in Quantum Field Theories and Quantum Neural Networks Chapter 7: Quantum Effective Action and Symmetry Breaking in Field Theories Chapter 8: Algebraic Geometry, Robotics, Electromagnetics, Cosmology, and Filtering Theory Topics Chapter 9: Quantum Mechanics, Stochastic Control, Supersymmetry, and Cohomology Applications. Chapter 10: Algebraic Geometry, Superfield Theory, Electroweak Symmetry, and Stochastic Calculus
