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if the distribution has support only at the point , then the integral equation reduces to a differential eigenfunction equation.
si la distribución formula_16 tiene soporte sólo en el punto formula_17, entonces la ecuación integral se reduce a una ecuación diferencial de autovalores.
(a cusp form is an eigenfunction to the laplace-beltrami operator which has fourier expansion with zero constant term.
(una forma de cúspide es una autofunción al operador de laplace-beltrami que tiene expansión de fourier con término constante cero.
... in recognition of his distinguished researches on the riemann zeta-function, analytic theory of numbers, fourier analysis and eigenfunction expansions.
... en reconocimiento de su distinguida investigaciones sobre la función zeta de riemann, la teoría analítica de números, análisis de fourier y expansiones eigenfunction.
* k. maurin, "generalized eigenfunction expansions and unitary representations of topological groups", polish scientific publishers, warsaw, 1968.
* k. maurin, "generalized eigenfunction expansions and unitary representations of topological groups", polish scientific publishers, warsaw, 1968.