We give a detailed description of the constant mean curvature foliations in Schwarzschild spacetime, show that the lapse collapses exponentially, and compute the exponent
An exact solution of Einstein equation is easier than actual solution. The Schwarzschild metric is e...
We investigate the formation of trapped surfaces in cosmological spacetimes, using constant mean cur...
Abstract. It is shown by several authors going back to Huisken-Yau that asymptotically Schwarzschild...
We consider a family of spherical three-dimensional spacelike slices embedded in the Schwarzschild s...
An explicit CMC Schwarzschildean line element is derived near the critical point of the foliation, t...
We investigate trapped surfaces in asymptotically flat spherical spacetimes using constant mean curv...
A time-symmetric Cauchy slice of the extended Schwarzschild spacetime can evolve into a foliation of...
Slice stretching effects such as slice sucking and slice wrapping arise when foliating the extended ...
Zasadniczym celem pracy magisterskiej jest analityczny opis foliacji o stałej średniej krzywiźnie (C...
We prove by explicit construction that there exists a maximal slicing of the Schwarzschild spacetime...
There is constructed, for each member of a one-parameter family of cosmological models, which is obt...
Formulating a perfect fluid filled spherically symmetric metric utilizing the 3+1 formalism for gene...
Conformal mappings of surfaces of constant mean curvature onto compact bounded background spaces are...
We examine the solution of the constraints in spherically symmetric general relativity when spacetim...
The main result of this paper is a proof that there are examples of spatially compact solutions of t...
An exact solution of Einstein equation is easier than actual solution. The Schwarzschild metric is e...
We investigate the formation of trapped surfaces in cosmological spacetimes, using constant mean cur...
Abstract. It is shown by several authors going back to Huisken-Yau that asymptotically Schwarzschild...
We consider a family of spherical three-dimensional spacelike slices embedded in the Schwarzschild s...
An explicit CMC Schwarzschildean line element is derived near the critical point of the foliation, t...
We investigate trapped surfaces in asymptotically flat spherical spacetimes using constant mean curv...
A time-symmetric Cauchy slice of the extended Schwarzschild spacetime can evolve into a foliation of...
Slice stretching effects such as slice sucking and slice wrapping arise when foliating the extended ...
Zasadniczym celem pracy magisterskiej jest analityczny opis foliacji o stałej średniej krzywiźnie (C...
We prove by explicit construction that there exists a maximal slicing of the Schwarzschild spacetime...
There is constructed, for each member of a one-parameter family of cosmological models, which is obt...
Formulating a perfect fluid filled spherically symmetric metric utilizing the 3+1 formalism for gene...
Conformal mappings of surfaces of constant mean curvature onto compact bounded background spaces are...
We examine the solution of the constraints in spherically symmetric general relativity when spacetim...
The main result of this paper is a proof that there are examples of spatially compact solutions of t...
An exact solution of Einstein equation is easier than actual solution. The Schwarzschild metric is e...
We investigate the formation of trapped surfaces in cosmological spacetimes, using constant mean cur...
Abstract. It is shown by several authors going back to Huisken-Yau that asymptotically Schwarzschild...