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- Kibble–Slepian_formula abstract "In mathematics, the Kibble–Slepian formula, introduced by W.F. Kibble (1945) and D. Slepian (1972), expresses the exponential of a quadratic form in terms of Hermite polynomials, generalizing Mehler's formula to several variables.".
- Kibble–Slepian_formula wikiPageID "32801943".
- Kibble–Slepian_formula wikiPageRevisionID "597030402".
- Kibble–Slepian_formula authorlink "David Slepian".
- Kibble–Slepian_formula first "D.".
- Kibble–Slepian_formula last "Slepian".
- Kibble–Slepian_formula year "1972".
- Kibble–Slepian_formula subject Category:Orthogonal_polynomials.
- Kibble–Slepian_formula comment "In mathematics, the Kibble–Slepian formula, introduced by W.F. Kibble (1945) and D. Slepian (1972), expresses the exponential of a quadratic form in terms of Hermite polynomials, generalizing Mehler's formula to several variables.".
- Kibble–Slepian_formula label "Kibble–Slepian formula".
- Kibble–Slepian_formula sameAs Kibble%E2%80%93Slepian_formula.
- Kibble–Slepian_formula sameAs Q6403986.
- Kibble–Slepian_formula sameAs Q6403986.
- Kibble–Slepian_formula wasDerivedFrom Kibble–Slepian_formula?oldid=597030402.