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					<dc:creator>Bachoc, François; Fathi, Max</dc:creator>
					<dc:date>2023</dc:date>
					<dc:identifier>7690328</dc:identifier>
					<dc:language>English</dc:language>
					<dc:publisher>Sponsored by Institute of Mathematical Statistics (IMS), Beachwood, OH and Bernoulli Society</dc:publisher>
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					<dc:source>Electron. J. Stat. 17, No. 1, 1457-1491 (2023)</dc:source>
					<dc:subject>62-XX</dc:subject>
					<dc:title>Bounds in \(L^1\) Wasserstein distance on the normal approximation of general M-estimators</dc:title>
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