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Conditioning by $\langle $equal, linear$\rangle $
Transactions of the American Mathematical Society
We deal with a limit problem of regularity controlled probabilities in metric pattern theory. The probability on the generator space is given by a density function/(x, y) on which some integrability conditions are imposed. Let T denote the integral operator with kernel/. When n i.i.d. generators (Xk,Yk) are connected together to form the configuration space 6" via the regularity (EQUAL, LINEAR), i.e. "conditioning" onïH, = Yk for 1 «s k < n, an approximate identity is used to define thedoi:10.1090/s0002-9947-1982-0670919-9 fatcat:jb45rlqddzglhkwhxkr2vcwjhu