Power series and Padé approximants yield analytic approximations for mass and radius of compact stars from the TOV equations, applicable to affine, polytropic, and piecewise equations of state.
Noncomoving description of adiabatic radial perturbations of relativistic stars
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New generating theorems in general relativity produce families of anisotropic stellar interior spacetimes, with a constant-density solution that includes the Bowers-Liang model as a special case.
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Series solutions to the TOV equations
Power series and Padé approximants yield analytic approximations for mass and radius of compact stars from the TOV equations, applicable to affine, polytropic, and piecewise equations of state.
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Generating anisotropic models for relativistic stellar objects
New generating theorems in general relativity produce families of anisotropic stellar interior spacetimes, with a constant-density solution that includes the Bowers-Liang model as a special case.