Abstract

Based on bipolar dynamic logic and bipolar quantum linear algebra, a causal theory of YinYang bipolar atom is intro-duced in a completely background independent geometry that transcends spacetime. The causal theory leads to an equilibrium-based super symmetrical quantum cosmology of negative-positive energies. It is contended that the new theory has opened an Eastern road toward quantum gravity with bipolar logical unifications of particle and wave, matter and antimatter, relativity and quantum entanglement. Information recovery after a black hole is discussed. It is shown that not only can the new theory be applied in physical worlds but also in logical, mental, social and biological worlds. Falsifiability of the theory is discussed.

Highlights

  • Stephen Hawking’s black hole theory originally suggested that the universe would disappear in a black hole without information preservation

  • It is contended that the new theory has opened an Eastern road toward quantum gravity with bipolar logical unifications of particle and wave, matter and antimatter, relativity and quantum entanglement

  • YinYang bipolar atom leads to bipolar quantum cellular automata (BQCA) for advancing research in cosmological and molecular interactions

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Summary

Introduction

Stephen Hawking’s black hole theory originally suggested that the universe would disappear in a black hole without information preservation. Actionreaction forces, particle-antiparticle pairs, negative-positive energies, input and output, or the Yin and Yang in general are the most fundamental opposites of nature, but man and woman, space and time, particle and wave, truth and falsity are not exactly bipolar opposites. This could be the reason why Bohr believed that a causal description of a quantum process cannot be attained and we have to content ourselves with particle-wave complementary descriptions [5].

YinYang Bipolar Dynamic Logic and Quantum Linear Algebra
YinYang Bipolar Strings
YinYang Bipolar Atom
Bipolar Quantum Cellular Automata
Q5 Paradigm
Falsifiability
Conclusions

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