Invertibility and Positive Invertibility of Integral Operators in $L^\infty$
Invertibility and Positive Invertibility of Integral Operators in $L^\infty$
Integral operators on space L ∞ [0, 1] are considered.Invertibility conditions, estimates for the norm of the inverse operators and positive invertibility conditions are established.In addition, bounds for the spectral radius are suggested.Applications to nonselfadjoint differential operators and integro-differential ones are discussed.