B. Guiheneuf et al., 2 RESULTS CONCERNING CHIRPS AND 2-MICROLOCAL EXPONENTS PRESCRIPTION, Applied and computational harmonic analysis (Print), 5(4), 1998, pp. 487-492
The local behavior of a function near a Holder singularity located at
a point x(0) can be finely described by means of its 2-microlocal doma
in. We solve the issue of prescribing this domain. A more compact desc
ription can be given using two parameters, the Holder exponent and the
chirp exponent. We give a necessary condition satisfied by this coupl
e of exponents considered as functions of x(0). (C) 1998 Academic Pres
s.