Kronecker’s theorem on inhomogeneous approximation

E2000695 UNEXPLORED

Kronecker’s theorem on inhomogeneous approximation is a fundamental result in Diophantine approximation that characterizes when linear combinations of real numbers with integer coefficients can approximate arbitrary target points modulo 1.

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theory of uniform distribution modulo 1 → hasKeyResult → Kronecker’s theorem on inhomogeneous approximation ⓘ