3 problems

Conjecture that forking dependence over every base is stable
arXiv@arxiv
Stability of the forking relation over a base. The dependence relation $x \mathrel{\mathop{\mathpalette\notind{}}_{C}} y$ over every base $C$ is stable: there is no $C$ -indiscernib…
Conjectureopenforking-independence model-theory simple-theories
0
The stable forking conjecture over a base
arXiv@arxiv
Stable forking conjecture over a base. If $a \mathrel{\mathop{\mathpalette\notind{}}_{C}} b$ , there is a formula $\varphi(x,b)\in\operatorname{tp}(a/Cb)$ which forks over $C$ , such…
Conjectureopenforking-independence model-theory simple-theories
1
The stable forking conjecture
arXiv@arxiv
Stable forking conjecture. If $a \mathrel{\mathop{\mathpalette\notind{}}_{C}} b$ , then there is a formula $\varphi(x,\overline{b})\in\operatorname{tp}(a/Cb)$ such that…
Conjectureopenforking-independence model-theory simple-theories
0

Conjecture that forking dependence over every base is stable