pith. machine review for the scientific record. sign in
theorem

rs_consistent_with_microscope

proved
show as:
view math explainer →
module
IndisputableMonolith.Gravity.EquivalencePrinciple
domain
Gravity
line
186 · github
papers citing
none yet

open explainer

Generate a durable explainer page for this declaration.

open lean source

IndisputableMonolith.Gravity.EquivalencePrinciple on GitHub at line 186.

browse module

All declarations in this module, on Recognition.

explainer page

Tracked in the explainer inventory; generation is lazy so crawlers do not trigger LLM jobs.

open explainer

depends on

formal source

 183    makes the strongest possible prediction: any nonzero η falsifies RS. -/
 184def microscope_bound : ℝ := 1e-15
 185
 186theorem rs_consistent_with_microscope :
 187    eotvos_parameter 9.80665 9.80665 < microscope_bound := by
 188  rw [rs_eotvos_zero]; unfold microscope_bound; norm_num
 189
 190end
 191
 192end EquivalencePrinciple
 193end Gravity
 194end IndisputableMonolith