What question did this study set out to answer?

This work aims to identify the topological origin of the imaginary unit and construct a universal complex field theory.

February 26, 20260 citationsOpen Access

Topological Origin of Imaginary Unit and Universal Complex Field Theory

Topological Origin of the Imaginary Unit i and Universal Complex Field Theory

Authors

The paper reveals the origin of the imaginary unit in quantum entanglement, suggesting a unified framework for fundamental physics.

This work aims to identify the topological origin of the imaginary unit and construct a universal complex field theory.
Rigorous mathematical proof of the topological significance of the imaginary unit i.
Construction of a complex field theory on two-dimensional compact Kähler manifolds.
Exploration of topological solutions involving π, e, and φ under specific constraints.
Demonstrated that i serves as a topological identifier for spatial and topological relationships.
Established a logical closed loop connecting imaginary numbers, complex analysis, and physical entities.
Provided precise predictions for the Bell parameter in quantum entanglement under extreme conditions.

Ask AI

Helpful

Bookmark

View Full Paper

Jian Wen (2026) studied this question.

Ask AI

Helpful

Bookmark

View Full Paper

February 26, 20260 citationsOpen Access

Topological Origin of the Imaginary Unit i and Universal Complex Field Theory

Authors

The paper reveals the origin of the imaginary unit in quantum entanglement, suggesting a unified framework for fundamental physics.

This work aims to identify the topological origin of the imaginary unit and construct a universal complex field theory.
Rigorous mathematical proof of the topological significance of the imaginary unit i.
Construction of a complex field theory on two-dimensional compact Kähler manifolds.
Exploration of topological solutions involving π, e, and φ under specific constraints.
Demonstrated that i serves as a topological identifier for spatial and topological relationships.
Established a logical closed loop connecting imaginary numbers, complex analysis, and physical entities.
Provided precise predictions for the Bell parameter in quantum entanglement under extreme conditions.

Ask AI

Helpful

Bookmark

View Full Paper

Jian Wen (2026) studied this question.

Ask AI

Helpful

Bookmark

View Full Paper