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"Schrödinger Equation: Fundamentals Aspects and Potential Applications" ed. by Muhammad Bilal Tahir, et al.

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"Schrödinger Equation: Fundamentals Aspects and Potential Applications" ed. by Muhammad Bilal Tahir, et al.

"Schrödinger Equation: Fundamentals Aspects and Potential Applications" ed. by Muhammad Bilal Tahir, Muhammad Sagir, Muhammad Isa Khan, Muhammad Rafique
ITexLi | 2024 | ISBN: 1837692149 9781837692149 1837692130 9781837692132 1837692157 9781837692156 | 133 pages | PDF | 11 MB

This essential volume introduces you to the spectral theory of the Schrödinger equation, offering a sturdy foundation to explore its enigmatic depths. Unlock the secrets of the universe with tyis book. Delve into the heart of quantum mechanics, where matter, energy, and mathematics intertwine in a dance of profound discovery.

Discover the fascinating world of scattering theory, unraveling the intricacies of quantum interactions, while the principles of quantization and Feynman path integrals reveal the mechanics of quantum systems. With a fresh perspective, we explore relative entropy methods and transformation theory, unveiling their significance in crafting singular diffusion processes akin to Schrödinger equations. This well-organized and accessible book caters to a diverse audience, from students and researchers to professionals in functional analysis, probability theory, and quantum dynamics. Within these pages, you’ll uncover the profound wonders of the Schrödinger equation and its vast potential in science, engineering, and technology. Embark on a journey through the quantum cosmos and let your understanding of the universe expand as you explore the quantum realm. Welcome to a world where matter and energy dance to the tune of Schrödinger’s equation, a world filled with infinite possibilities and extraordinary insights.

Contents
1. Schrödinger Wave Equation for Simple Harmonic Oscillator
2. A Schrödinger Equation for Light
3. Path Integral of Schrödinger’s Equation
4. The Inverse of the Discrete Momentum Operator
5. Relativistic Treatment of Spinless Particles Subject to a Class of Multiparameter Exponential-Type Potentials
6. From a 4-Rank Totally Antisymmetric Field Strength to Two Dual Electromagnetic Fields in Four Time and Four Space Dimensions
7. Qubit Lattice Algorithms Based on the Schrödinger-Dirac Representation of Maxwell Equations and Their Extensions
8. Blow-up Solutions to Nonlinear Schrödinger Equation with a Potential

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