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Feynman’s operational calculus for noncommuting operatorswas studied via measures on the time interval. We investigate some prop-erties of Feynman’s operational calculi which include a variety of blendsof discrete and continuous measures in the time dependent setting.
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참고문헌 (14)
참고문헌 신청
B. Jefferies / 2001 / Feynman’s operational calculi for noncommuting operators: Definitions and elementary properties / Russian J. Math. Phys 8 : 153 ~ 178
B. Jefferies / 2001 / Feynman’s operational calculi for noncommuting systems of operators: Tensors, ordered supports and disentangling an exponential factor / Math. Notes 70
B. Jefferies / 2001 / Feynman’s operational calculi for time dependent noncommuting operators / J. Korean Math. Soc 38 : 193 ~ 226
B. Jefferies / 2002 / Feynman’s operational calculi for noncommuting operators: Spectral theory / Infinite Dimensional Anal. Quantum Probab 5 : 171 ~ 199
B. Jefferies / 2002 / Feynman’s operational calculi for noncommuting operators: The monogenic calculus / Adv. Appl. Clifford Algebra 11 : 233 ~ 265
B. Jefferies / 2001 / Feynman’s operational calculi for noncommuting systems of operators: Tensors, ordered supports and disentangling an exponential factor / Math. Notes 70
B. Jefferies / 2001 / Feynman’s operational calculi for time dependent noncommuting operators / J. Korean Math. Soc 38 : 193 ~ 226
B. Jefferies / 2002 / Feynman’s operational calculi for noncommuting operators: Spectral theory / Infinite Dimensional Anal. Quantum Probab 5 : 171 ~ 199
B. Jefferies / 2002 / Feynman’s operational calculi for noncommuting operators: The monogenic calculus / Adv. Appl. Clifford Algebra 11 : 233 ~ 265
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