Engineering topics
Publications and source records attributed to Sloss, J. M..
The equivalence of a considered integral equation form with an infinite system of linear equations is proved, and the localization of the eigenvalues of the infinite system is expressed. Error estimates are derived, and the problems of finding upper bounds and lower bounds for the eigenvalues are solved simultaneously.
Free boundary value problems in elasticity, applying plane linear theory to electroelasticity
Complex matrix eigenvalues bound derivation by constructing integral equation with degenerate kernel
Localization of linear integral equation eigenvalues with applications to linear ordinary differential equations
Regular C cubed space curve bending in Euclidean 3-space into piecewise helix, considering torsion and curvature
Reflection laws of high order elliptic differential equations in two independent variables with constant coefficients and unequal characteristics across analytic boundary conditions
Second order elliptic differential equation system solution reflection behavior, noting constant coefficients and boundary conditions
Solution of non-linear singular integral equations from hydroelasticity and electroelasticity by analytic parameter continuation
Bound for spectral radius of matrix derived by constructing integral equation with degenerate kernel