Duduchava R. Integral equations with fixed singularities

Leipzig: B.G. Teubner, 1979. - 172p.Integral Equations in Convolution with Discontinuous PresymbolsDefinitions and Auxiliary Propositions
Basic Properties of the Integral Operators in Convolution
Equations in Convolution with Continuous Presymbols
Equations in Convolution with Discontinuous Presymbols
Operators in Convolution in the Spaces of Bessel Potentials
Operators of Mu ltiplicative Convolution in Holder Spaces of Functions
Convolution-Type Equations with Discontinuous CoefficientsSingular Integral Equations with Fixed Singularities in KernelsSingular Equations with Fixed Singularities
Equations (8*1) in the Space Lp(J,a£*(l-x)T )
Singular Integral Equations with Two Fixed Singularities
Smoothness and Asymptotical Behaviour of Solution of eqs* (8*1) and (10*1)
Some Further ResultsSome ApplicationsH. Bueckner's Integral Equation
A Notched Half-Plane
A Notched Half-Plane with a Rigid Core
Influence of a Stringer on the Stress
Distribution Near a Circular Hole
Transfer of Load from a Stiffener to a Sheet
Bending of a Semi-Circular Plate
A System o f Integral Equations
F. Tricomii's Integral Equation
On the Integral Equations Appearing in the Dislocation TheoryList of Notations
Subject Index