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- W4238014265 abstract "A new approach is presented for the study of the probability that the random paths generated by two independent Brownian motions in ℝd intersect or, more generally, are within a short distance a of each other. The well known behavior of that function of a-above, below, and at the critical dimension d = 4, as well as further corrections, are derived here by means of a single renormalization group equation. The equation’s derivation is expected to shed some light on the β-function of the λø d 4 quantum field theory." @default.
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- W4238014265 date "1985-01-01" @default.
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- W4238014265 title "The Intersection of Brownian Paths as a Case Study of a Renormalization Group Method for Quantum Field Theory" @default.
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- W4238014265 doi "https://doi.org/10.1007/978-3-642-70307-2_6" @default.
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