Principles of general covariance in its various formulations and the related problems of the role of coordinates in general
Covariance groups and role of space-time coordinates in relativity theory
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Covariance groups and role of space-time coordinates in relativity theory
Dirac equation for spin-half particles in curved space-time formulated by using Cartan calculus, applied to treatment of neutrinos in homogeneous nonisotropic universes and plane wave geometries
General relativistic dyadic formalism applied to metrics of rigid bodies moving in Einstein space of uniform space-time curvature
Coefficients of Taylor expansion of correlation function in various velocities defined to describe space-time behavior
Feynman space-time path formulation of nonrelativistic quantum mechanics applied to classical diffusion problem
Models of spherically symmetric nonstatic processes, including relativistic collapse to Schwarzschild sphere, constructed by space-time metrics
Interaction energy in geometrostatics - geometrodynamic description of particles by topological features of empty space-time
Space-time temperature distribution in one- dimensional systems with heat transfer across contacts
Extended charged body moving in electromagnetic field in flat space-time described by inertial moments
Fluid dynamics turbulence experimental methods applications in study of plasma fluctuations, particularly space-time correlation and spectral techniques
Evaluation of general physical condition of Gemini IV flight crew with increasing time under space flight conditions - response of cardiovascular system to calibrated workload
Quantitative description of climatic element field by orthogonal functions
Euclidean nature of relativistic rotating disk in conclusions of Eddington and Lorentz
Retarded observer time as coordinate in relativistic spherical hydrodynamic equations prevents Schwarzschild surface formation
Elliptic Kruskal-Schwarzschild space, discussing identification of points which limit Kruskal space into Minkowski space
Correlation properties of quantities depending on space and time
Kruskal space in general relativity and uniform accelerated rigid rod in special relativity show striking formal similarities
Parametrization of reduced problem of stationary axially symmetric gravity fields