Ontology:Q22,23
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(Redirected from Ontology:ReTerminismProposition)
- pronounced 617. (S2)pronounced (S2): Nature is a multiplication table 1-1-1
Core characteristics[edit]
- item type
- S2 (pronounced Category) 1-1-1
- pronounced P: label [string] (L)
- pronounced 617. (S2)pronounced (S2): Nature is a multiplication table 1-1-1
- Nature is a multiplication table
- E:ReTerminismProposition
- pronounced P: alias (en) [string]
- All physics equations are actually multivariable functions
- reterminism proposition (proposition that most physical processes can be described using relativistic-determinism models; relaterminism, relaterministic, reterministic)
- QID references [Item] 1-1-1
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- color swatch references [Item]
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- sub-case of [Item]
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- case of [Item]
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- super-case of [Item]
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- prototype notes
- here we go. one of the most genuinely solid propositions I've come to in MDem, that unlike everything else I have very little doubt about, and high confidence in. we teach mathematics and Newtonian mechanics entirely wrong. we should be teaching every physics function from wavefunction collapse to chemical reactions to throwing a rock as multivariable functions of objects colliding in the sense of two number lines colliding in a multiplication table style function to produce a three dimensional graph. this is the beginning to how we fix all of physics. this might lead to unifying quantum mechanics, Newtonian mechanics, and gravity. this is it. it sounds absurdly simple, and ridiculous that this could be the answer, but I think this is it.
Use in thesis portals[edit]
- appears in work [Item]
Component claims[edit]
Wavebuilder combinations[edit]
- pronounced P: pronounced Wave-builder: forms result [Item]
- Wavebuilder
- along with [Item]
- pronounced 617. (S2)pronounced (S2): Nature is a multiplication table 1-1-1
- forming from [Item]
- pronounced 617. (S2)pronounced (S2): Nature is a multiplication table 1-1-1
- Infinite Craft
- Wavebuilder
Usage notes[edit]
Truth value poll[edit]
Vote for the truth value
- Truthy (T)
- Falsy (F)
- Didn't understand proposition (U)
- redirect list