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Quantum independent increment processes I from classical probability to quantum stochastic calculus D. Applebaum, et al
Material type:
TextSeries: Lecture notes in mathematics 1865Publication details: Berlin Springer 2005 Description: xviii 299ISBN: 9783540244066Subject(s): Probability | Stochastic CalculusDDC classification: 16.01+16.03+13.04
| Item type | Current library | Call number | Materials specified | Status | Date due | Barcode |
|---|---|---|---|---|---|---|
| Books | TIFR CAM Library | 16.01+16.03+13.04 APPL (Browse shelf(Opens below)) | Available | M6819 |
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| 16.01+14.12 DINE Probability theory in finance mathematical guide to the black-scholes formula | 16.01+14.12 DINE Probability theory in finance mathematical guide to the black-scholes formula | 16.01+16.03 BREM Markov chains gibbs fields, monte carlo simulation & queues | 16.01+16.03+13.04 APPL Quantum independent increment processes I from classical probability to quantum stochastic calculus | 16.01+16.03+13.04 BARN Quantum independent increment processes II structure of quantum levy processes, classical probability & physics | 16.01+17 TSIR Lectures on probability theory & statistics | 16.01+2.03 PAST Eigenvalue distribution of large random matrices |
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