The Zito Constant

And the Concept of a Dimensional Boundary

The Zito Constant introduces a newly proposed mathematical idea — the value of the Riemann zeta function at the Gelfond constant.

In this concise and thought-provoking work, author A.C. Zito defines and interprets this quantity as the Dimensional Boundary Constant, symbolizing the threshold between mathematical structure and transcendental expansion.

Blending number theory, transcendence, and speculative physics, Zito explores how the zeta function — one of mathematics’ most mysterious objects — may reveal deeper harmonies within higher-dimensional systems.

Written in a clear, elegant style, The Zito Constant and the Concept of a Dimensional Boundary is the first entry in Zito’s Mathematical Theoretical Continuum, a series of explorations connecting pure mathematics with the metaphysics of dimension, time, and reality itself.

Perfect for readers interested in:

Mathematical philosophy and transcendental numbers,

Conceptual or symbolic interpretations of mathematics,

The intersection of mathematics, physics, and thought.