LECTURES ON WHITE NOISE FUNCTIONALS
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White noise analysis is an advanced stochastic calculus that has developed extensively since three decades ago. It has two main characteristics. One is the notion of generalized white noise functionals, the introduction of which is oriented by the line of advanced analysis, and they have made much contribution to the fields in science enormously. The other characteristic is that the white noise analysis has an aspect of infinite dimensional harmonic analysis arising from the infinite dimensional rotation group. With the help of this rotation group, the white noise analysis has explored new areas of mathematics and has extended the fields of applications.
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GAUSSIAN RANDOM FIELDS - PROCEEDINGS OF THE THIRD NAGAYO LEVY SEMINAR
T. Hida K. Ito, K Itô, T Hida
Inbunden, 1991
2 210 kr
Del 1
GAUSSIAN RANDOM FIELDS - PROCEEDINGS OF THE THIRD NAGAYO LEVY SEMINAR
K. Ito &. T. Hida, K Itô, T Hida
Häftad, 1991
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WHITE NOISE ANALYSIS: MATHEMATICS AND APPLICATIONS
STREIT H KUO POTTHOFF STREIT T HIDA, T Hida, H H Kuo, J Potthoff, L Streit
Inbunden, 1990
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MATHEMATICAL APPROACH TO FLUCTUATIONS - PROCEEDINGS OF THE KYOTO WORKSHOP
TAKEYUKI HIDA, T Hida
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QUANTUM INFORMATION - PROCEEDINGS OF THE FIRST INTERNATIONAL CONFERENCE
HIDA T, T Hida, K Saitô
Inbunden, 1999
1 700 kr
QUANTUM INFORMATION II, PROCEEDINGS OF THE SECOND INTERNATIONAL CONFERENCE
HIDA T, T Hida, K Saitô
Inbunden, 2000
1 771 kr
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