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- W1490479318 abstract "We deal with functional equations of the type F(y)-F(x) =(y-x)∑ k=1 n f k ((1-λ k )x+λ k y), connected to quadrature rules and, in particular, we find the solutions of the following functional equation f(x)-f(y)=(x-y)[g(x)+h(x+2y)+h(2x+y)+g(y)]. We also present a solution of the Stamate type equation yf(x)-xf(y)=(x-y)[g(x)+h(x+2y)+h(2x+y)+g(y)]. All results are valid for functions acting on integral domains." @default.
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- W1490479318 date "2009-04-01" @default.
- W1490479318 modified "2023-10-18" @default.
- W1490479318 title "On some equations stemming from quadrature rules" @default.
- W1490479318 hasPublicationYear "2009" @default.
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