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The one-sided minimal operator and the one-sided reverse Holder inequality

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Cruz-Uribe D., SFO, Neugebauer C. J., Olesen V.

Studia Mathematica

1995

tom 116

nr 3

255-270

We introduce the one-sided minimal operator, $m^+f$, which is analogous to the one-sided maximal operator. We determine the weight classes which govern its two-weight, strong and weak-type norm inequalities, and show that these two classes are the same. Then in the one-weight case we use this class to introduce a new one-sided reverse Hölder inequality which has several applications to one-sided $(A^+_p)$ weights.

Ograniczanie wyników

1 Studia Mathematica

1 Cruz-Uribe D.

1 Neugebauer C. J.

1 Olesen V.

1 SFO

1 1995

Wyniki wyszukiwania

The one-sided minimal operator and the one-sided reverse Holder inequality