104 citations · 249 across the 30 of their papers we have counts for
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Heuristic formula for logarithm of the Frobenius morphism
A. Stoyanovsky
We show that the logarithm of the Frobenius morphism is given by the formula (the natural logarithm). In particular, it does not depend on . T…
The Poisson algebra of classical Hamiltonians in field theory and the problem of its quantization
A. Stoyanovsky
We construct the commutative Poisson algebra of classical Hamiltonians in field theory. We pose the problem of quantization of this Poisson algebra. We also make some interesting c…
Integral of exponent of a polynomial is a generalized hypergeometric function of the coefficients of the polynomial
Alexander Stoyanovsky
We show that the integral \int e^{S(x_1,...,x_n)}dx_1...dx_n, for an arbitrary polynomial S, satisfies a generalized hypergeometric system of differential equations in the sense of…
No-Counterterm approach to quantum field theory
A. V. Stoyanovsky
We give a conjectural way for computing the -matrix and the correlation functions in quantum field theory beyond perturbation theory. The basic idea seems universal and naively…