Skip to main navigation
Skip to search
Skip to main content
Tampere University Research Portal Home
Help & FAQ
English
Suomi
Home
Profiles
Research outputs
Research units
Activities
Datasets
Research Infrastructures
Press/Media
Prizes
Search by expertise, name or affiliation
Real Time Path Integral Simulation Methods for Quantum Particles
Ilkka Ruokosenmäki
Physics
Research output
:
Book/Report
›
Doctoral thesis
›
Collection of Articles
Overview
Fingerprint
Fingerprint
Dive into the research topics of 'Real Time Path Integral Simulation Methods for Quantum Particles'. Together they form a unique fingerprint.
Sort by
Weight
Alphabetically
Keyphrases
Simulation Method
100%
Quantum Particles
100%
Path Integral Simulation
100%
Real Time Path Integral
100%
Hooke's Atom
66%
Quantum Mechanics
66%
Eigenstates
66%
Diffusion Monte Carlo
66%
Path Integral
66%
Monte Carlo Simulation
33%
Electric
33%
Numerical Methods
33%
Strong Correlation
33%
Sampling Distribution
33%
Excited States
33%
Approximation Methods
33%
Monte Carlo Method
33%
Numerical Calculation
33%
Positive Samples
33%
Quantum Dynamics
33%
Path Integral Approach
33%
Feynman Path Integral
33%
Quantum Monte Carlo Method
33%
Wave Function
33%
Electronic Structure Calculations
33%
Many-body Effects
33%
Path Integral Method
33%
Walker
33%
Statistical Physics
33%
Welcome
33%
Plague
33%
Quantum System
33%
One-dimensional Harmonic Oscillator
33%
Classical Mechanics
33%
Path Integral Formalism
33%
Multidimensional Integrals
33%
Guided Sampling
33%
Quantum Many-particle System
33%
Integral Calculation
33%
Imaginary Time Method
33%
Quantum Many-body
33%
Non-relativistic Quantum Mechanics
33%
Engineering
Eigenvector
100%
Simulation Method
100%
Transients
50%
Time Domain
50%
One Dimensional
50%
Numerical Methods
50%
Energetics
50%
Numerical Calculation
50%
Integral Approach
50%
Structure Calculation
50%
Body Effect
50%
Diffusion Time
50%
Quantum System
50%
Path Integral Method
50%
Nature Works
50%
Electronic State
50%
Energy Levels
50%
Harmonics
50%
Oscillator
50%
Excited State
50%
Ground State
50%
Physics
Monte Carlo Method
100%
Quantum Theory
100%
Diffusion Monte Carlo
66%
Energetics
33%
Mathematical Method
33%
Monte Carlo
33%
Quantum Monte Carlo Methods
33%
Wave Function
33%
Excitation
33%
Statistical Physics
33%
Classical Mechanics
33%
Transients
33%
Ground State
33%
Energy Levels
33%
Harmonic Oscillator
33%
Chemistry
Path Integral
100%
Monte Carlo Method
42%
Quantum Theory
42%
Diffusion Monte Carlo
28%
Electronic State
14%
Excited State
14%
Ground State
14%
Quantum Monte Carlo Methods
14%
Energetics
14%
Quantum Dynamics
14%
Classical Mechanics
14%
Wave Function
14%
Harmonic Oscillator
14%