In recent years the Feynman formulation of quantum theory with the use of functional integrals became the basis of numerical methods, mainly in the theory of gauge fields. This approach is discussed in detail in the present study using examples of quantum mechanical problems. In the case of several degrees of freedom $D$ this approach is substantially simpler and more powerful than the traditional approaches based on the Schrodinger equation: an average computer can handle problems with $D\sim$ 10. Possible applications are briefly discussed.

RT Journal
T1 Stochastic trajectory generation by computer
A1 Shuryak,E.V.
PB Physics-Uspekhi
PY 1984
FD 10 Jun, 1984
JF Physics-Uspekhi
JO Phys. Usp.
VO 27
IS 6
SP 448-453
DO 10.1070/PU1984v027n06ABEH004174
LK https://ufn.ru/en/articles/1984/6/c/