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gptkbp:instanceOf
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gptkb:mathematical_concept
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gptkbp:advantage
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often provides better approximation than Taylor series
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gptkbp:application
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gptkb:signal_processing
control theory
engineering
physics
continued fractions
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gptkbp:canApproximate
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functions with poles
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gptkbp:canBe
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analytic continuation
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gptkbp:contrastsWith
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gptkb:Taylor_series
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gptkbp:defines
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rational function whose power series matches a given function to the highest possible order
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gptkbp:describes
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rational function approximation
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gptkbp:field
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gptkb:mathematics
numerical analysis
approximation theory
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gptkbp:form
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ratio of two polynomials
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gptkbp:generalizes
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Taylor polynomial
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https://www.w3.org/2000/01/rdf-schema#label
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Padé approximant
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gptkbp:introducedIn
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1892
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gptkbp:namedAfter
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gptkb:Henri_Padé
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gptkbp:notation
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[m/n] Padé approximant
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gptkbp:relatedTo
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gptkb:Chebyshev_rational_functions
continued fraction expansion
rational interpolation
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gptkbp:usedFor
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approximating functions
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gptkbp:bfsParent
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gptkb:Shanks_transformation
gptkb:Generalized_continued_fraction
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gptkbp:bfsLayer
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8
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