Applications of Geometric Algebra to Black Holes And Hawking Radiations - Hardcover

Inhaltsangabe

This groundbreaking work explores the profound applications of Geometric Algebra in the study of black holes and Hawking radiation, offering a fresh perspective on some of the most enigmatic phenomena in the universe. Bridging the gap between mathematical elegance and physical insight, the book delves into the powerful framework of Gauge Theory Gravity, bringing clarity and structure to complex gravitational systems.
From Schwarzschild to Kerr and Reissner-Nordström black holes, the text offers a unified approach to understanding their intricate geometries, spins, and interactions with monopoles. It rigorously investigates the role of Klein-Gordon and Dirac equations, alongside electromagnetism and higher-spin field equations, in illuminating the behavior of particles and fields near extreme gravitational horizons.
Whether you're a physicist, mathematician, or an advanced student of theoretical physics, this book provides a compelling synthesis of modern mathematical tools and physical theories. With clarity, depth, and precision, it opens new pathways in the study of spacetime, quantum fields, and the underlying symmetries of the
cosmos.

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