Randomized Transport Maps for Model-Free Policy-Gradient Mean-Field Control HT2K76Y9WS

URI	`m2://res/HT2K76Y9WS`
Kind	preprint
Creators	Adonis Jamal, Samy Mekkaoui, Yadh Hafsi, Huyên Pham
Date	2026-10-08
MSC	49-XX, 90-XX, 93-XX
Subjects	arxiv math.OC, arxiv cs.LG
Scope	in

Expressions

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

Item	Kind	Where	Source
1PMDBRHZ02	statement	corollary C.7	arxiv
Perturbation estimate	statement	proposition 3.7	arxiv
3FRDG2XA8N	statement	proposition A.4	arxiv
6MMQK20YV2	statement	theorem C.6	arxiv
Perturbation consistency	statement	theorem 3.2	arxiv
Perturbation density	statement	lemma 3.11	arxiv
7THZ67A27Z	statement	proposition A.2	arxiv
Model-free policy-gradient representation	statement	theorem 3.12	arxiv
Stein identity on the simplex	statement	lemma B.7	arxiv
C5CMFYEVAG	statement	lemma C.5	arxiv
EJFRK505QW	statement	lemma C.3	arxiv
FZ77DDJG82	definition	definition	arxiv
Bias and mean-square error	statement	theorem 3.13	arxiv
Law of the perturbed population	statement	lemma B.5	arxiv
Perturbation estimate	statement	proposition 3.1	arxiv
Model-free policy-gradient representation	statement	theorem 3.4	arxiv
Optimality gap	statement	proposition 3.9	arxiv
Gradient perturbation consistency	statement	theorem 3.10	arxiv
Stability of the state law	statement	lemma B.2	arxiv
Extension at the simplex boundary	statement	lemma B.6	arxiv
Near-optimality of perturbed maximizers	statement	corollary 3.3	arxiv
Transport representation	statement	proposition 3.6	arxiv
WEJRBYFAAC	statement	proposition C.4	arxiv
Objective perturbation consistency	statement	theorem 3.8	arxiv
Explicit perturbation density	statement	lemma B.16	arxiv
Simulation cost	statement	proposition D.1	arxiv
Bias and mean-square error	statement	theorem 3.5	arxiv
Jacobian determinant	statement	lemma B.15	arxiv