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Bures distance for completely positive maps and CP-H-extendable maps between Hilbert C*-modules / Sumesh. K.

By: Material type: TextTextPublication details: Bangalore : Indian Statistical Institute, 2013.Description: viii, 127 pSubject(s): Genre/Form: DDC classification:
  • 512.55 23 K11
Contents:
1. Introduction to Hilbert C*-modules-- 2. Bures distance for completely positive maps-- 3. Stinespring type theorem for maps between Hilbert C*-modules-- 4. CP-H-extendable maps between Hilbert C*-modules-- A. Basic operator algebra theory-- Bibliography.
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Holdings
Item type Current library Call number Status Date due Barcode Item holds
THESIS ISI Library, Kolkata 512.55 K11 (Browse shelf(Opens below)) Available TH382
Total holds: 0

"This thesis was accepted for the Ph.D. degree by the Indian Statistical Institute, November 18, 2013."
Thesis supervisor: Prof. B. V. Rajarama Bhat.

Includes bibliographical reference.

1. Introduction to Hilbert C*-modules--
2. Bures distance for completely positive maps--
3. Stinespring type theorem for maps between Hilbert C*-modules--
4. CP-H-extendable maps between Hilbert C*-modules--
A. Basic operator algebra theory--
Bibliography.

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