Simplified application of Lighthill's uniformization technique using Lagrange expansion formulas.
Lighthill uniformization technique applied to singular perturbation problems using Lagrange expansion
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Lighthill uniformization technique applied to singular perturbation problems using Lagrange expansion
Type 3 spaces solutions of Maxwell-Einstein equations, examining singular and nonsingular electromagnetic field problems
Stress and strain fields associated with singularity governing plastic behavior at crack tip for plane stress and strain in tensile and shear far fields
Maximum number of binary collisions for three particles with zero range forces in relativistic rescattering singularities studies
Integral formulation of scattering theory extended to Coulomb interactions by expanding Green function and treating kernel singularities
Closed space cosmological model, discussing complex singularity behavior
Longitudinal crack in cylindrical shell under internal pressure, calculating normal and bending stress singularity strengths against curvature/ cracklength parameter
Perturbation method developed for linearizing nonlinear singular equation for inhomogeneous stratified atmosphere H-function in theory of radiative transfer
Elliptic restricted three body problem singularities dynamical meaning and character, presenting regularization transformations for equations of motion
Computational methods of homogeneous ill- conditioned and singular simultaneous linear equations
Three dimensional elastostatics problems solution method using singular integral equations solvable numerically for surface tractions and displacements of fully mixed boundary value problem
Singularity for absolute zero of time suggested for beginning of universe by Einstein relativity theory
Polarized radiation transfer through inhomogeneous semiinfinite atmosphere by matrix perturbation method, giving nonlinear singular integral equation
Hypersonic flow past slender bodies, discussing inviscid flows, outer edge singularity of boundary layer and three dimensional interaction on needle- like bodies
Bridge circuit, in which conductive elastomeric material is the variable leg, precisely measures surface area changes in the human body. Circuits are used singularly, or in quantity by adding elements and amplifier circuits. Elastomeric strips can be located in a form-fitting garment.
Gauge invariant theory of motion of singularities in linear approximation
Excising neighborhood of singularity from manifold with vector field definition, making possible regularization of two and three body problems
Elastic cracks and screw dislocation pile-ups crossing bimaterial interface, deriving dual singular integral equations