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We hope to yield a general transference principle relating weak type bounds of “rare” multi- parameter ergodic maximal operators associated to commuting nonperiodic pairs of
We end with a notion of weak equivalence of topological cospans, which is sufficiently general to make the cylindrical cospan on a space equivalent to the degenerate one (2.8);
In the setting of Hamiltonian systems on a general symplectic manifold P , reconstruction phases can be expressed by an elegant formula involving deriva- tives of leaf
Since we have generalized the totally below relation from complete lattices to general ordered sets, the characterization of CCD lattices in this paragraph suggests the
By comparison, I have shown that ∆2 sets of sequences (in a very strong logical setting) are guessable by showing that they and their complements are overguessable by using
Abstract. In this paper are presented first the operators of Schurer which have been introduced and investigated by F. Then, we study a generalization of Durrmeyer type and a
Necessary and sufficient conditions are found to be im- posed on a pair of weights, for which a weak type two-weighted reverse inequality holds, in the case of general maximal
In this section we prove the imbedding theorems for weighted strong and weak Lorentz–Orlicz spaces under fairly general conditions on the growth of the Young functions involved.. Let
