Pages that link to "Item:Q1432036"

The following pages link to The average cost optimality equation: a fixed point approach (Q1432036):

Displaying 18 items.

• Semi-Markov control models with partially known holding times distribution: discounted and average criteria (Q538382) (← links)
• On the optimality equation for average cost Markov control processes with Feller transition probabilities (Q819727) (← links)
• Average cost Markov control processes: Stability with respect to the Kantorovich metric (Q836860) (← links)
• Near optimality of quantized policies in stochastic control under weak continuity conditions (Q892326) (← links)
• Markov control processes with pathwise constraints (Q992046) (← links)
• The average cost optimality equation for Markov control processes on Borel spaces (Q1323631) (← links)
• Solutions of the average cost optimality equation for Markov decision processes with weakly continuous kernel: the fixed-point approach revisited (Q1748297) (← links)
• Semi-Markov control processes with unknown holding times distribution under an average cost criterion (Q1959683) (← links)
• On structural properties of optimal average cost functions in Markov decision processes with Borel spaces and universally measurable policies (Q2069795) (← links)
• Convex analytic method revisited: further optimality results and performance of deterministic policies in average cost stochastic control (Q2079543) (← links)
• Zero-sum average cost semi-Markov games with weakly continuous transition probabilities and a minimax semi-Markov inventory problem (Q2118998) (← links)
• Redundant data transmission in control/estimation over lossy networks (Q2391450) (← links)
• (Q3303466) (← links)
• Note on stability estimation in average Markov control processes (Q3466272) (← links)
• Average cost Markov control processes with weighted norms: existence of canonical policies (Q4848288) (← links)
• Discrete-time average-cost mean-field games on Polish spaces (Q4970782) (← links)
• Average Cost Optimality Inequality for Markov Decision Processes with Borel Spaces and Universally Measurable Policies (Q5130921) (← links)
• A perturbation approach to approximate value iteration for average cost Markov decision processes with Borel spaces and bounded costs (Q5227201) (← links)