OAI/Combinatorics/UniformKServer/AlphaFiniteInput.lean
23 declarations, 0 contain sorry, 0 declared as axioms
Actual posterior/core inputs in a finite reveal law. Conditions describe the held, measurable data, not a movement conclusion. Empty and null-fiber cases still use the zero conventions of the conditional kernel.
- structure
OAI.UniformKServer.AlphaFiniteInput.Dataline 19 - def
OAI.UniformKServer.AlphaFiniteInput.postline 33 - def
OAI.UniformKServer.AlphaFiniteInput.activeFlagline 36 - def
OAI.UniformKServer.AlphaFiniteInput.inputline 38 - def
OAI.UniformKServer.AlphaFiniteInput.starline 41 - def
OAI.UniformKServer.AlphaFiniteInput.oldMaskline 45 - def
OAI.UniformKServer.AlphaFiniteInput.changesline 48 - def
OAI.UniformKServer.AlphaFiniteInput.alphaline 51 - def
OAI.UniformKServer.AlphaFiniteInput.preparedline 55 - theorem
OAI.UniformKServer.AlphaFiniteInput.post_rangeline 59 - theorem
OAI.UniformKServer.AlphaFiniteInput.flag_supportedline 64 - theorem
OAI.UniformKServer.AlphaFiniteInput.input_nonnegline 69 - theorem
OAI.UniformKServer.AlphaFiniteInput.input_supportedline 72 - theorem
OAI.UniformKServer.AlphaFiniteInput.star_supported_oldline 77 - theorem
OAI.UniformKServer.AlphaFiniteInput.star_supported_newline 82 - theorem
OAI.UniformKServer.AlphaFiniteInput.valid_inputline 87 - theorem
OAI.UniformKServer.AlphaFiniteInput.errorsline 99 - theorem
OAI.UniformKServer.AlphaFiniteInput.alpha_stateline 107 - theorem
OAI.UniformKServer.AlphaFiniteInput.stepline 110 - theorem
OAI.UniformKServer.AlphaFiniteInput.refiningline 115 - theorem
OAI.UniformKServer.AlphaFiniteInput.input_measurableline 121 - theorem
OAI.UniformKServer.AlphaFiniteInput.star_measurableline 130 - theorem
OAI.UniformKServer.AlphaFiniteInput.alpha_measurableline 139