On -solvability of stochastic integro-differential equations

HIGHLIGHTS

  • who: Istvu00e1n Gyu00f6ngy from the School of Mathematics and Maxwell Institute, University of Edinburgh, Edinburgh , FD, UK have published the paper: On -solvability of stochastic integro-differential equations, in the Journal: (JOURNAL)
  • what: The authors show first that | det Du03c1u03b5,u03d1 | is separated away from zero for sufficiently small u03b5 > 0.

SUMMARY

    The coefficients a i j, bi and c are real functions on × HT for i, j=1, 2,.., d, and λξ, λη and γ are real functions i (x)) and ξ=(ξ i (x)) are Rd -valued functions of on × HT × Z, and η=(ηt . . .

     

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