OAI/Analysis/FiniteFactor/Sampling/Kernel.lean
14 declarations, 0 contain sorry, 0 declared as axioms
- def
OAI.FiniteFactor.samplingCharacterline 12 - theorem
OAI.FiniteFactor.samplingCharacter_normline 15 - theorem
OAI.FiniteFactor.samplingCharacter_continuousline 18 - theorem
OAI.FiniteFactor.samplingCharacter_zeroline 22 - theorem
OAI.FiniteFactor.samplingCharacter_addline 24 - theorem
OAI.FiniteFactor.samplingCharacter_negline 32 - theorem
OAI.FiniteFactor.samplingCharacter_subline 39 - theorem
OAI.FiniteFactor.samplingCharacter_integrableline 43 - theorem
OAI.FiniteFactor.samplingCharacter_integralline 47 - def
OAI.FiniteFactor.samplingKernelline 66Source documentation
The finite Fejer kernel, as a nonnegative real function.
def samplingKernel (H : ℕ) (t : ℝ) : ℝ := …
- theorem
OAI.FiniteFactor.samplingKernel_nonnegline 69 - theorem
OAI.FiniteFactor.samplingKernel_continuousline 73 - theorem
OAI.FiniteFactor.samplingKernel_expansionline 80 - theorem
OAI.FiniteFactor.samplingKernel_integralline 88