Reversion Conjecture Revised
Simplification of Reversion conjecture
Reversion conjecture is simplified by Kerz-Saito's theorem, 2012.
Kerz, M., Saito, S.: Cohomological Hasse principle and motivic cohomology of arithmetic schemes. 2012
Interpretation of Reversion conjecture
According to Reversion conjecture, language has a standstill point in itself.
Here it means that every word has standstill point and every word has a proper distance from the standstill point. This distance constructs word' proper meaning and grammar.
Refer to the next.
Distance Theory 2004 / SRFL
Reversion Theory 2004 / SRFL
Reversion conjecture is simplified by Kerz-Saito's theorem, 2012.
Kerz, M., Saito, S.: Cohomological Hasse principle and motivic cohomology of arithmetic schemes. 2012
Interpretation of Reversion conjecture
According to Reversion conjecture, language has a standstill point in itself.
Here it means that every word has standstill point and every word has a proper distance from the standstill point. This distance constructs word' proper meaning and grammar.
Refer to the next.
Distance Theory 2004 / SRFL
Reversion Theory 2004 / SRFL
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