Correction to: Matrix versions of the Hellinger distance (Letters in Mathematical Physics, (2019), 109, 8, (1777-1804), 10.1007/s11005-019-01156-0)

Rajendra Bhatia; Stephane Gaubert; Tanvi Jain

doi:10.1007/s11005-019-01228-1

Correction to: Matrix versions of the Hellinger distance (Letters in Mathematical Physics, (2019), 109, 8, (1777-1804), 10.1007/s11005-019-01156-0)

Rajendra Bhatia
, Stephane Gaubert
, Tanvi Jain

Ashoka University
Indian Statistical Institute (Delhi Centre)

Résultats de recherche: Contribution à un journal › Commentaire/débat

Résumé

Theorem 9 in our paper [1] is wrong. The statement should be replaced by the following. Theorem 9 in our paper [1] is wrong. The statement should be replaced by the following: Theorem When d= d3, the minimum in (13) is attained at a unique point X which is the solution of the matrix equation (Formula Presented.).

langue originale	Anglais
Pages (de - à)	2779-2781
Nombre de pages	3
journal	Letters in Mathematical Physics
Volume	109
Numéro de publication	12
Les DOIs	https://doi.org/10.1007/s11005-019-01228-1
état	Publié - 1 déc. 2019

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10.1007/s11005-019-01228-1

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title = "Correction to: Matrix versions of the Hellinger distance (Letters in Mathematical Physics, (2019), 109, 8, (1777-1804), 10.1007/s11005-019-01156-0)",

abstract = "Theorem 9 in our paper [1] is wrong. The statement should be replaced by the following. Theorem 9 in our paper [1] is wrong. The statement should be replaced by the following: Theorem When d= d3, the minimum in (13) is attained at a unique point X which is the solution of the matrix equation (Formula Presented.).",

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AU - Gaubert, Stephane

AU - Jain, Tanvi

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N2 - Theorem 9 in our paper [1] is wrong. The statement should be replaced by the following. Theorem 9 in our paper [1] is wrong. The statement should be replaced by the following: Theorem When d= d3, the minimum in (13) is attained at a unique point X which is the solution of the matrix equation (Formula Presented.).

AB - Theorem 9 in our paper [1] is wrong. The statement should be replaced by the following. Theorem 9 in our paper [1] is wrong. The statement should be replaced by the following: Theorem When d= d3, the minimum in (13) is attained at a unique point X which is the solution of the matrix equation (Formula Presented.).

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Correction to: Matrix versions of the Hellinger distance (Letters in Mathematical Physics, (2019), 109, 8, (1777-1804), 10.1007/s11005-019-01156-0)

Résumé

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