Zurab Kvatadze, Tengiz Shervashidze
Abstract:
For a scaled family of centered nonsingular Gaussian measures in $R^k$ the
$L_1$-distance between any two densities is compared with its Kraft upper bound.
Keywords:
$L_1$-distance between probability densities, total variation, Hellinger
integral, Kraft inequalities, Gaussian measure, scaling.
MSC 2000: 60E15