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Advanced Mathematical Structures in Generalized Noncommutative Yang–Mills Theory: L∞-Algebras, Nonperturbative Quantization, and Singular Spectral Triples

This work provides a deep mathematical exploration of advanced structures in Generalized Noncommutative Yang--Mills (GNMYM) theory. We develop four major mathematical frameworks: (1) the theory of $L_\infty$-algebras and derived moduli spaces for GNMHYM theory, establishing a homotopical enhancement of the gauge structure; (2) rigorous nonperturbative ...
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A Complete, Parameter-Free Theory of Quantum Gravity via the Geometric–Spectral Bridge: Explicit Construction, Mathematical Closure, and Falsifiable Predictions

This work presents a fully explicit, parameter-free, and mathematically rigorous theory of quantum gravity that unifies General Relativity (GR) and Quantum Field Theory (QFT) through a novel geometric–spectral bridge operator BQG\mathfrak{B}_{\mathrm{QG}}BQG.
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A new era of cancer immunotherapy: converting theory to performance

Ca-A Cancer Journal for Clinicians, 1999
Steven A Rosenberg
exaly  

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