Moshe Klein

Papers

Total Citations

H-Index

About

Moshe Klein’s research centers on the development of **Soft Logic**, a novel mathematical paradigm that reimagines the foundations of logic, number theory, and perception. His major contribution is the introduction of a groundbreaking coordinate system that formally distinguishes between **-0 and +0**, a subtle but powerful innovation that allows mathematical models to accommodate contradictory or ambiguous states—much like the human brain’s ability to interpret a Necker cube in two opposing ways simultaneously. This work challenges classical binary logic and opens new pathways for advancing the foundations of science and technology. Klein’s most cited paper, *“The Mathematics of Soft Logic”* (2016, 4 citations), lays the conceptual groundwork for this framework, while his more recent *“Foundations of Soft Logic”* (2024, 2 citations) consolidates seven years of original research, including the invention of a new number. Though his citation counts are modest, the ambition and originality of his work position him as a pioneering thinker at the intersection of mathematics, philosophy, and cognitive science—offering a fresh lens for researchers exploring non-classical logics and the mathematics of perception.