CONSTRUCTING THE FEYNMAN INTEGRAND

KHANDEKAR DC, Streit L (1992)
ANNALEN DER PHYSIK 1(1): 49-55.

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Recently general conditions have been given which imply the existence of the Feynman integral as a Hida distribution. Here we perform an explicit construction of these distributions for a large class of Schrodinger problems.
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KHANDEKAR DC, Streit L. CONSTRUCTING THE FEYNMAN INTEGRAND. ANNALEN DER PHYSIK. 1992;1(1):49-55.
KHANDEKAR, D. C., & Streit, L. (1992). CONSTRUCTING THE FEYNMAN INTEGRAND. ANNALEN DER PHYSIK, 1(1), 49-55.
KHANDEKAR, D. C., and Streit, L. (1992). CONSTRUCTING THE FEYNMAN INTEGRAND. ANNALEN DER PHYSIK 1, 49-55.
KHANDEKAR, D.C., & Streit, L., 1992. CONSTRUCTING THE FEYNMAN INTEGRAND. ANNALEN DER PHYSIK, 1(1), p 49-55.
D.C. KHANDEKAR and L. Streit, “CONSTRUCTING THE FEYNMAN INTEGRAND”, ANNALEN DER PHYSIK, vol. 1, 1992, pp. 49-55.
KHANDEKAR, D.C., Streit, L.: CONSTRUCTING THE FEYNMAN INTEGRAND. ANNALEN DER PHYSIK. 1, 49-55 (1992).
KHANDEKAR, DC, and Streit, Ludwig. “CONSTRUCTING THE FEYNMAN INTEGRAND”. ANNALEN DER PHYSIK 1.1 (1992): 49-55.
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