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The paper attached here offers a comprehensive description of QCI Theory (Quantum Complintegrodynamics), applying the complexification of the Feynman pathintegration index, the generalization of the functional integrand through a p  norm, the derivation of the Schrodinger equation through a perturbation expansion, and a consideration of unitarity and normalization. References are also included.
BackgroundNecessary background to understand the paper includes an understanding of functional integration and the Schrodinger equation. We hope that even nonphysicists, who have some knowledge of the underlying mathematics, will be able to appreciate the theory.

PublicationThe paper is currently under review at the "Foundations of Physics" Journal. Additional updates about the paper's status will be posted here.

PurposeAn outline of the theory's mathematical derivations and central results and methodology forms the basis of the paper. Additional research, especially concerning cosmology and the anthropic principle, could be released in subsequent papers.
