What question did this study set out to answer?

To develop a unified four-dimensional mathematical system that is axiomatically rigorous and logically complete.

May 7, 2026Open Access

Unified Four‑Dimensional Mathematics V6.0 Complete Integrated Full Version

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This thesis demonstrates algebraic closure in four-dimensional mathematics, implying it aids in axiomatic cosmic modeling.

To develop a unified four-dimensional mathematical system that is axiomatically rigorous and logically complete.
Constructed a self-consistent mathematical system abiding by four core axioms.
Mapped basic arithmetic operations directly to cosmic ontology forms.
Integrated previous research achievements into a complete system.
Established a complete theoretical foundation for four-dimensional mathematics.
Eliminated traditional definitions of absolute zero without logical gaps.
Provided mathematical tools for structural cosmology and teaching.

Zhenmin Wang (2026) studied this question.

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May 7, 2026Open Access

View Full Paper

Ask AI

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Authors

This thesis demonstrates algebraic closure in four-dimensional mathematics, implying it aids in axiomatic cosmic modeling.

To develop a unified four-dimensional mathematical system that is axiomatically rigorous and logically complete.
Constructed a self-consistent mathematical system abiding by four core axioms.
Mapped basic arithmetic operations directly to cosmic ontology forms.
Integrated previous research achievements into a complete system.
Established a complete theoretical foundation for four-dimensional mathematics.
Eliminated traditional definitions of absolute zero without logical gaps.
Provided mathematical tools for structural cosmology and teaching.

Zhenmin Wang (2026) studied this question.

View Full Paper

Ask AI

Bookmark