ALGEBRA.bib

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@ARTICLE{angelis1998berezin,
  AUTHOR = {G F De Angelis and G Jona-Lasinio and V
                  Sidoravicius},
  TITLE = {Berezin integrals and Poisson processes},
  JOURNAL = {J. Phys. A: Math. Gen.},
  YEAR = {1998},
  VOLUME = {31},
  PAGES = {289--308},
  PDF = {/sci_docs/physics/papers/JPhysA/angelis1998berezin.pdf},
  ROPSECTIONS = {ALGEBRA GRASSMANN QFT},
  ABSTRACT = {We show that the calculation of Berezin integrals
                  over anticommuting variables can be reduced to the
                  evaluation of expectations of functionals of Poisson
                  processes via an appropriate Feynman Kac formula. In
                  this way the tools of ordinary analysis can be
                  applied to Berezin integrals and, as an example, we
                  prove a simple upper bound. Possible applications of
                  our results are briefly mentioned.}
}

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@BOOK{chambert2001algebre,
  AUTHOR = {Antoine Chambert-Loir},
  ALTEDITOR = {},
  TITLE = {Alg{\`e}bre commutative},
  PUBLISHER = {http://www.math.jussieu.fr/~chambert/teach/algcom.pdf},
  YEAR = {2001},
  ROPSECTIONS = {MATHBOOK ALGEBRA},
  PDF = MATHPATH # {books/chambert2001algebre.pdf},
  OPTKEY = {},
  OPTVOLUME = {},
  OPTNUMBER = {},
  OPTSERIES = {},
  OPTADDRESS = {},
  OPTEDITION = {},
  OPTMONTH = {},
  OPTNOTE = {},
  OPTANNOTE = {}
}