Subsequences and category.
Subsets of the plane with small linear sections and invariant extensions of the two-dimensional Lebesgue measure.
Sufficient conditions for the spectrality of self-affine measures with prime determinant
Let be a self-affine measure associated with an expanding matrix M and a finite digit set D. We study the spectrality of when |det(M)| = |D| = p is a prime. We obtain several new sufficient conditions on M and D for to be a spectral measure with lattice spectrum. As an application, we present some properties of the digit sets of integral self-affine tiles, which are connected with a conjecture of Lagarias and Wang.
Sulla differenziazione degli integrali di Daniell-Stone
Sulla disintegrazione delle misure negli spazi localmente compatti
Sulla teoria del prolungamento degli integrali
Sull'additività dell'integrale
Summationsmethoden und Momentfolgen I.
Summationsmethoden und Momentfolgen II.
Sup-measurable and weakly sup-measurable mappings in the theory of ordinary differential equations.
Supplements to the papers entitled "On a theorem of S. Banach" and "The separable representations of U(H)".
Sur la construction de noyaux boréliens
Sur la distribution des fonctions dérivées.
Sur la measurabilité des fonctions de plusieurs variables
Sur la mesurabilité d'une fonction numérique par rapport à une famille d'ensembles
Sur la norme de Fourier. III.
Sur la séparabilité et la continuité des fonctions aléatoires
Sur la topologie mixte de Wiweger
Sur la variation de la mesure de l'image d'un ensemble compact
Sur le lemme de mesurabilité de Doob