Trait signal_processing::NotPolynomial

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pub auto trait NotPolynomial { }

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impl<T, C> !NotPolynomial for Polynomial<T, C>
where C: MaybeLists<T>,

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impl NotPolynomial for BilinearError

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impl NotPolynomial for CepsError

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impl NotPolynomial for ChirpCurve

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impl NotPolynomial for ComplexRealError

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impl NotPolynomial for EncodeOverflow

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impl NotPolynomial for FilterBandError

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impl NotPolynomial for FilterClassType

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impl NotPolynomial for FilterGenError

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impl NotPolynomial for FilterGenType

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impl NotPolynomial for Fir1Type

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impl NotPolynomial for FirGrError

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impl NotPolynomial for FirGrOrder

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impl NotPolynomial for FirPmError

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impl NotPolynomial for FirPmOrdError

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impl NotPolynomial for FirPmType

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impl NotPolynomial for ImpInvarError

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impl NotPolynomial for InvFreqMethod

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impl NotPolynomial for IrType

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impl NotPolynomial for PWelchDetrend

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impl NotPolynomial for PeiTsengNotchError

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impl NotPolynomial for PhaseUnwrapReference

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impl NotPolynomial for Plane

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impl NotPolynomial for SGolayError

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impl NotPolynomial for SGolayFiltError

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impl NotPolynomial for SfTransError

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impl NotPolynomial for StateLevelsMethod

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impl NotPolynomial for ToSsError

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impl NotPolynomial for WhtOrdering

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impl NotPolynomial for XCorrScale

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impl NotPolynomial for ZfTransError

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impl NotPolynomial for WindowRange

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impl NotPolynomial for Barthann

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impl NotPolynomial for Blackman

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impl NotPolynomial for BlackmanHarris

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impl NotPolynomial for BlackmanNuttall

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impl NotPolynomial for Bohman

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impl NotPolynomial for Boxcar

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impl NotPolynomial for FlatTop

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impl NotPolynomial for Hamming

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impl NotPolynomial for Hann

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impl NotPolynomial for Nuttall

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impl NotPolynomial for Parzen

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impl NotPolynomial for Sine

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impl NotPolynomial for Triangular

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impl NotPolynomial for Welch

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impl<'a, W, S> NotPolynomial for Rtf<'a, W, S>
where <S as RtfOrSystem>::Domain: Sized, S: NotPolynomial, W: NotPolynomial,

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impl<T> NotPolynomial for FilterGenPlane<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for FullWidthAt<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for FirPmReport<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for ConfinedGaussian<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for ConfinedNormal<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for DolphChebyshev<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for Gaussian<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for Kaiser<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for Normal<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for PlanckTaper<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for PowerOfSine<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for Tukey<T>
where T: NotPolynomial,

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impl<T> NotPolynomial for Ultraspherical<T>
where T: NotPolynomial,

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impl<T, A, B, C, D> NotPolynomial for Ss<T, A, B, C, D>
where A: NotPolynomial, B: NotPolynomial, C: NotPolynomial, D: NotPolynomial, T: NotPolynomial,

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impl<T, B = (), A = ()> !NotPolynomial for Tf<T, B, A>

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impl<T, B, A, S = ()> !NotPolynomial for Sos<T, B, A, S>

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impl<T, R, P, RP, K> !NotPolynomial for Rpk<T, R, P, RP, K>

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impl<T, S> NotPolynomial for ProductSequence<T, S>
where S: NotPolynomial, T: NotPolynomial,

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impl<T, S> NotPolynomial for SumSequence<T, S>
where S: NotPolynomial, T: NotPolynomial,

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impl<T, Z, P, K> NotPolynomial for Zpk<T, Z, P, K>
where K: NotPolynomial, Z: NotPolynomial, P: NotPolynomial, T: NotPolynomial,