2 problems

Procedure conjecture for the fixed point of $\hat{L}_{\pi}^{\dagger,0}$
Let $P_0,P_1,P_2,P_{11},P_{12},P_{21},P_{22}$ be the transition matrices defining the active pieces of $\hat{L}_{\pi}^{\dagger,0}$ , let $x_0,x_1,x_2,x_{11},x_{12},x_{21},x_{22}$ be…
opendynamic-programming stochastic-shortest-path
0 responses
06
Uniqueness and iteration conjecture for the fixed point of $\hat{U}^{\dagger,0}$
Let $\hat{U}^{\dagger,0}:\mathbb{R}^N\to\mathbb{R}^N$ be the operator defined for the unknown stochastic shortest path problem, and let…
openconvex-optimization dynamic-programming stochastic-shortest-path
0 responses
06

Procedure conjecture for the fixed point of L^π†,0\hat{L}_{\pi}^{\dagger,0}L^π†,0​