In a recent paper arXiv:1208.4231 we have treated the future non-linear stability for reflection symmetric solutions of the Einstein-Vlasov system of Bianchi types II and VI$_0$. We have been able now to remove the reflection symmetry assumption, thus treating the non-diagonal case. Apart from the increasing complexity the methods have been essentially the same as in the diagonal case, showing that they are thus quite powerful. Here the challenge was to put the equations in a form that permits the use of the previous results. We are able to conclude that after a possible basis change the future of the non-diagonal spacetimes in consideration is asymptotically diagonal
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...
Using the methods developed for the Bianchi I case we have shown that a boostrap argument is also su...
Using the methods developed for the Bianchi I case we have shown that a boostrap argument is also su...
Using the methods developed for different Bianchi class A cosmological models we treat the simplest ...
Assuming that the space-time is close to special solutions which will play the role of the ω-limit a...
Using the methods developed for different Bianchi class A cosmological models we treat the simplest ...
We investigate the dynamics of spatially homogeneous solutions of the Einstein-Vlasov equations with...
We investigate the dynamics of spatially homogeneous solutions of the Einstein-Vlasov equations with...
We investigate the dynamics of spatially homogeneous solutions of the Einstein-Vlasov equations with...
Bianchi VIII vacuum solutions to Einstein's equations are causally geodesically complete to the futu...
The currently preferred models of the universe undergo accelerated expansion induced by dark energy....
The present status on the existence, structure and stability of static and stationary solutions of t...
The dynamics of the Einstein-Vlasov equations for a class of cosmological models with four Killing v...
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...
Using the methods developed for the Bianchi I case we have shown that a boostrap argument is also su...
Using the methods developed for the Bianchi I case we have shown that a boostrap argument is also su...
Using the methods developed for different Bianchi class A cosmological models we treat the simplest ...
Assuming that the space-time is close to special solutions which will play the role of the ω-limit a...
Using the methods developed for different Bianchi class A cosmological models we treat the simplest ...
We investigate the dynamics of spatially homogeneous solutions of the Einstein-Vlasov equations with...
We investigate the dynamics of spatially homogeneous solutions of the Einstein-Vlasov equations with...
We investigate the dynamics of spatially homogeneous solutions of the Einstein-Vlasov equations with...
Bianchi VIII vacuum solutions to Einstein's equations are causally geodesically complete to the futu...
The currently preferred models of the universe undergo accelerated expansion induced by dark energy....
The present status on the existence, structure and stability of static and stationary solutions of t...
The dynamics of the Einstein-Vlasov equations for a class of cosmological models with four Killing v...
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...
139 pagesWe prove the global stability of the Minkowski space viewed as the trivial solution of the ...