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- Regular_singular_point abstract "In mathematics, in the theory of ordinary differential equations in the complex plane , the points of are classified into ordinary points, at which the equation's coefficients are analytic functions, and singular points, at which some coefficient has a singularity. Then amongst singular points, an important distinction is made between a regular singular point, where the growth of solutions is bounded (in any small sector) by an algebraic function, and an irregular singular point, where the full solution set requires functions with higher growth rates. This distinction occurs, for example, between the hypergeometric equation, with three regular singular points, and the Bessel equation which is in a sense a limiting case, but where the analytic properties are substantially different.".
- Regular_singular_point wikiPageExternalLink ABA9351.0003.001.
- Regular_singular_point wikiPageExternalLink courseofmodernan00whituoft.
- Regular_singular_point wikiPageExternalLink functionsofcompl00macruoft.
- Regular_singular_point wikiPageExternalLink theoryofdifferen04forsuoft.
- Regular_singular_point wikiPageExternalLink book-ode.
- Regular_singular_point wikiPageID "3166061".
- Regular_singular_point wikiPageRevisionID "596391382".
- Regular_singular_point first "M.V.".
- Regular_singular_point first "Yu.S.".
- Regular_singular_point hasPhotoCollection Regular_singular_point.
- Regular_singular_point id "F/f041880".
- Regular_singular_point id "r/r080870".
- Regular_singular_point last "Fedoryuk".
- Regular_singular_point last "Il'yashenko".
- Regular_singular_point title "Fuchsian equation".
- Regular_singular_point subject Category:Complex_analysis.
- Regular_singular_point subject Category:Ordinary_differential_equations.
- Regular_singular_point type Abstraction100002137.
- Regular_singular_point type Communication100033020.
- Regular_singular_point type DifferentialEquation106670521.
- Regular_singular_point type Equation106669864.
- Regular_singular_point type MathematicalStatement106732169.
- Regular_singular_point type Message106598915.
- Regular_singular_point type OrdinaryDifferentialEquations.
- Regular_singular_point type Statement106722453.
- Regular_singular_point comment "In mathematics, in the theory of ordinary differential equations in the complex plane , the points of are classified into ordinary points, at which the equation's coefficients are analytic functions, and singular points, at which some coefficient has a singularity.".
- Regular_singular_point label "Punto fuchsiano".
- Regular_singular_point label "Regular singular point".
- Regular_singular_point sameAs Punto_fuchsiano.
- Regular_singular_point sameAs 정칙특이점.
- Regular_singular_point sameAs m.08wlr8.
- Regular_singular_point sameAs Q3925845.
- Regular_singular_point sameAs Q3925845.
- Regular_singular_point sameAs Regular_singular_point.
- Regular_singular_point wasDerivedFrom Regular_singular_point?oldid=596391382.
- Regular_singular_point isPrimaryTopicOf Regular_singular_point.