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Iterative blip-summed path integral for quantum dynamics in strongly dissipative environments
Nancy Makri
Chemistry
Physics
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Dive into the research topics of 'Iterative blip-summed path integral for quantum dynamics in strongly dissipative environments'. Together they form a unique fingerprint.
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Mathematics
Density Matrix
100%
Quantum System
100%
Starting Point
100%
Asymmetric
100%
Statistical Error
100%
Computational Effort
100%
Exact Result
100%
Level System
100%
Keyphrases
Dissipative Environment
100%
Path Integral
100%
Quantum Dynamics
100%
Blip
100%
Rapid Convergence
28%
Memory Length
28%
Path Sums
28%
Computational Effort
14%
Statistical Errors
14%
Quantum System
14%
Path Integral Method
14%
Richard Feynman
14%
Influence Functional
14%
Reduced Density Matrix
14%
Iterative Decomposition
14%
Two-level System
14%
Forward-backward
14%
Path Segment
14%
Explicit Enumeration
14%
Gain in Efficiency
14%
Engineering
Memory Length
100%
Illustrates
50%
Computational Effort
50%
Statistical Error
50%
Harmonics
50%
Starting Point
50%
Quantum System
50%
Density Matrix
50%
Path Integral Method
50%
Physics
Harmonics
100%