Geodesic

Tome 39 (2003) no. 6

Sommaire

The $dX(t)=Xb(X)dt+X\sigma(X)dW$ equation and financial mathematics. I
p. 653-680
The $dX(t)=Xb(X)dt+X\sigma(X)dW$ equation and financial mathematics. II
p. 681-701
Bayesian MCMC estimation of the rose of directions
p. 703-717
Central limit theorem for random measures generated by stationary processes of compact sets
p. 719-729
A note on the IPF algorithm when the marginal problem is unsolvable
p. 731-737
Goodness-of-fit tests based on $K_\phi$-divergence
p. 739-752
A further investigation for Egoroff's theorem with respect to monotone set functions
p. 753-760
News. RNDr. Albert Perez, DrSc. 8.1.1920--11.12.2003
p. 761-762