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Error Calculus for Finance and Physics - The Language of Dirichlet Forms (Hardcover, Reprint XXXX)
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Error Calculus for Finance and Physics - The Language of Dirichlet Forms (Hardcover, Reprint XXXX)
Series: De Gruyter Expositions in Mathematics
Expected to ship within 12 - 17 working days
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Many recent advances in modelling within the applied sciences and
engineering have focused on the increasing importance of
sensitivity analyses. For a given physical, financial or
environmental model, increased emphasis is now placed on assessing
the consequences of changes in model outputs that result from small
changes or errors in both the hypotheses and parameters. The
approach proposed in this book is entirely new and features two
main characteristics. Even when extremely small, errors possess
biases and variances. The methods presented here are able, thanks
to a specific differential calculus, to provide information about
the correlation between errors in different parameters of the
model, as well as information about the biases introduced by
non-linearity. The approach makes use of very powerful mathematical
tools (Dirichlet forms), which allow one to deal with errors in
infinite dimensional spaces, such as spaces of functions or
stochastic processes. The method is therefore applicable to
non-elementary models along the lines of those encountered in
modern physics and finance. This text has been drawn from
presentations of research done over the past ten years and that is
still ongoing. The work was presented in conjunction with a course
taught jointly at the Universities of Paris 1 and Paris 6. The book
is intended for students, researchers and engineers with good
knowledge in probability theory.
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