The Mathematical Architecture of Nuclear Fusion: Bridging Riemann's Zeta Function and Magnetohydrodynamics

What if the key to unlimited clean energy lies hidden in pure mathematics? In this groundbreaking monograph, theoretical physicist Robert Dosseh-Kpotogbey reveals an astonishing connection between the Riemann zeta function—one of mathematics' greatest unsolved mysteries—and the achievement of steady-state nuclear fusion. Drawing on years of research at the intersection of number theory and plasma physics, this work demonstrates how the non-trivial zeros of the zeta function may fundamentally regulate fusion plasma behavior. The implications are profound: confinement times of 400-1056 seconds, neutral beam injection powers of 4.5-18.6 MW, and predictions that match experimental results from EAST, Wendelstein 7-X, and other leading tokamaks with remarkable precision. From the solar corona paradox to negative triangularity optimization, from catastrophe theory to quantum chaos, this comprehensive synthesis bridges seemingly disparate domains to illuminate the mathematical architecture underlying controlled fusion. For researchers, physicists, and mathematicians seeking novel approaches to humanity's energy challenge, this work offers both theoretical foundations and practical pathways toward making fusion power a reality.