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Utilizing Priors in Sampling-based Cost Minimization

Yuan-Yao Lou, Jonathan Spencer, Kwang Taik Kim, Mung Chiang

TL;DR

This work considers an autonomous vehicle agent performing a long-term cost-minimization problem in the elapsed time T over sequences of states and actions for some fixed, known cost function, approximate system dynamics, and distribution over initial states.

Abstract

We consider an autonomous vehicle (AV) agent performing a long-term cost-minimization problem in the elapsed time $T$ over sequences of states $s_{1:T}$ and actions $a_{1:T}$ for some fixed, known (though potentially learned) cost function $C(s_t,a_t)$, approximate system dynamics $P$, and distribution over initial states $d_0$. The goal is to minimize the expected cost-to-go of the driving trajectory $τ= s_1, a_1, ..., s_T, a_T$ from the initial state.

Utilizing Priors in Sampling-based Cost Minimization

TL;DR

This work considers an autonomous vehicle agent performing a long-term cost-minimization problem in the elapsed time T over sequences of states and actions for some fixed, known cost function, approximate system dynamics, and distribution over initial states.

Abstract

We consider an autonomous vehicle (AV) agent performing a long-term cost-minimization problem in the elapsed time over sequences of states and actions for some fixed, known (though potentially learned) cost function , approximate system dynamics , and distribution over initial states . The goal is to minimize the expected cost-to-go of the driving trajectory from the initial state.
Paper Structure (2 sections, 8 equations)

This paper contains 2 sections, 8 equations.