Lamé function
In mathematics, a Lamé function, or ellipsoidal harmonic function, is a solution of Lamé's equation, a second-order ordinary differential equation. It was introduced in the paper (Gabriel Lamé ). Lamé's equation appears in the method of separation of variables applied to the Laplace equation in elliptic coordinates. In some special cases solutions can be expressed in terms of polynomials called Lamé polynomials.
Ellipsoidal harmonicEllipsoidal harmonic functionEllipsoidal harmonic of the first kindEllipsoidal harmonic of the second kindLame's differential equationLame's equationLame-Wangerin functionLame differential equationLame equationLame functionLame polynomialLame–Wangerin functionLamé's differential equationLamé's differential equation typesLamé's equationLamé-Wangerin functionLamé differential equationLamé equationLamé polynomialLamé–Wangerin functionWangerein functionsWangerin functionWangerin functions
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Arthur ErdélyiDouble-well potentialEdward Lindsay InceEllipsoidal harmonicEllipsoidal harmonic functionEllipsoidal harmonic of the first kindEllipsoidal harmonic of the second kindEmil HilbFriedrich Heinrich Albert WangerinFritz CohnGabriel LaméGiacinto MoreraHarald J. W. Mueller-KirstenHeun functionInstantonLame's differential equationLame's equationLame-Wangerin functionLame differential equationLame equationLame functionLame polynomialLame–Wangerin functionLamé's differential equationLamé's differential equation typesLamé's equationLamé-Wangerin functionLamé differential equationLamé equationLamé polynomialLamé–Wangerin functionLawrence Crawford (mathematician)List of mathematical functionsList of special functions and eponymsList of École Polytechnique alumniMathieu functionRobert Balson DingleSchwarz's listSchwarzian derivativeWangerein functions
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Lamé function
In mathematics, a Lamé function, or ellipsoidal harmonic function, is a solution of Lamé's equation, a second-order ordinary differential equation. It was introduced in the paper (Gabriel Lamé ). Lamé's equation appears in the method of separation of variables applied to the Laplace equation in elliptic coordinates. In some special cases solutions can be expressed in terms of polynomials called Lamé polynomials.
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En matemàtiques, una funció de ...... s anomenats polinomis de Lamé.
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En mathématiques, une harmoniq ...... par Kostyuchenko et Stepanov.
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In de wiskunde is een functie ...... van de vergelijking van Heun.
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In mathematics, a Lamé functio ...... mials called Lamé polynomials.
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拉梅函数(Lame functions)是下列拉梅方程的解: ...... 换 可得 在上列方程组 等是实数或复数常数，而各变量为复数。
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数学の分野におけるラメ函数（ラメかんすう、英: Lamé f ...... を行うことで、ホインの方程式の特別な場合を導くことが出来る。
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Gabriel Lamé
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first
Gabriel
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H.
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N. Kh.
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id
last
Lamé
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Rozov
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Volkmer
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title
Lamé equation
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Lamé function
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En matemàtiques, una funció de ...... s anomenats polinomis de Lamé.
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En mathématiques, une harmoniq ...... re utilisé par le système GPS.
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In de wiskunde is een functie ...... n worden in algebraïsche vorm:
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In mathematics, a Lamé functio ...... mials called Lamé polynomials.
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拉梅函数(Lame functions)是下列拉梅方程的解: ...... 换 可得 在上列方程组 等是实数或复数常数，而各变量为复数。
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数学の分野におけるラメ函数（ラメかんすう、英: Lamé f ...... を行うことで、ホインの方程式の特別な場合を導くことが出来る。
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Funció de Lamé
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Functie van Lamé
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Harmonique ellipsoïdale
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Lamé function
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ラメ函数
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拉梅函数
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