module
module
IndisputableMonolith.CrossDomain.CardinalitySpectrum
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declarations in this module (36)
-
def
Dspatial -
def
Dconfig -
def
twoFace -
def
gap45 -
def
eightTick -
def
cubeFaces -
theorem
eightTick_eq -
theorem
gap45_eq -
theorem
cubeFaces_eq -
theorem
three_is_Dspatial -
theorem
four_is_2sq -
theorem
five_is_Dconfig -
theorem
six_is_cubeFaces -
theorem
seven_is_cube_minus_one -
theorem
eight_is_2cube -
theorem
ten_is_2_D -
theorem
twelve_is_D_4 -
theorem
fifteen_is_3_D -
theorem
sixteen_is_2_fourth -
theorem
twentyfive_is_Dsq -
theorem
fortyfive_is_gap -
theorem
sixtyfour_is_2sixth -
theorem
seventy_is_choose_8_4 -
theorem
oneTwentyFive_is_Dcubed -
theorem
twoSixteen_is_six_cubed -
theorem
twoFiftySix_is_power_of_2cube -
theorem
threeSixty_is_tick_gap -
theorem
threeOne25_is_D_fifth -
theorem
eleven_check -
theorem
thirteen_is_fib_7 -
def
rsSpectrum -
theorem
rsSpectrum_length -
theorem
rsSpectrum_pairwise_lt -
theorem
rsSpectrum_bounded -
structure
CardinalitySpectrumCert -
def
cardinalitySpectrumCert