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Some properties of the functional differential equation \(b_ 0 y'(x) + \int [b(u)y'(\mu^ u x)du] = a_ 0 y(x) + \int [a(u)y(\mu^ u x)du]\) . \(a_ 0 y(x) + \sum_ 0^\infty a(u)y(\mu^\mu x)du\) - MaRDI portal

Some properties of the functional differential equation \(b_ 0 y'(x) + \int [b(u)y'(\mu^ u x)du] = a_ 0 y(x) + \int [a(u)y(\mu^ u x)du]\) . \(a_ 0 y(x) + \sum_ 0^\infty a(u)y(\mu^\mu x)du\)

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