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Stein--Weiss inequalities on local Morrey spaces with variable exponents.

• Authors : Kwok-Pun Ho

• Source: Illinois Journal of Mathematics; Jun2024, Vol. 68 Issue 2, p399-413, 15p

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Calderón–Zygmund operators, Bochner–Riesz means, and parametric Marcinkiewicz integrals on Hardy–Morrey spaces with variable exponents.

• Authors : Kwok-Pun Ho

Subjects: CALDERON-Zygmund operator; EXPONENTS; INTEGRALS

• Source: Kyoto Journal of Mathematics; 2023, Vol. 63 Issue 2, p335-351, 17p

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Subsets of rectifiable curves in Banach spaces I: Sharp exponents in traveling salesman theorems.

• Authors : Badger, Matthew; McCurdy, Sean

• Source: Illinois Journal of Mathematics; Jun2023, Vol. 67 Issue 2, p203-274, 72p

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Trudinger's inequality and continuity for Riesz potential of functions in Orlicz spaces of two variable exponents over nondoublingmeasure spaces.

• Authors : Sachihiro Kanemori; Takao Ohno; Tetsu Shimomura

Subjects: MATHEMATICAL inequalities; RIESZ spaces; ORLICZ spaces

• Source: Kyoto Journal of Mathematics; 2017, Vol. 57 Issue 1, p79-96, 18p

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Nonhomogeneous centralMorrey-type spaces in Lp(·) and weak estimates for the maximal and Riesz potential operators.

• Authors : Katsuo Matsuoka¹ ; Yoshihiro Mizuta² ; Tetsu Shimomura³

Subjects: *INFINITY (Mathematics); *EXPONENTS

• Source: Kyoto Journal of Mathematics. 2022, Vol. 62 Issue 1, p133-150. 18p.

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On n-dimensional fractional Hardy operators and commutators in variable Herz-type spaces.

• Authors : Liwei Wang; Meng Qu; Wenyu Tao

Subjects: COMMUTATION (Electricity); HARDY spaces; COMMUTATORS (Operator theory)

• Source: Kyoto Journal of Mathematics; 2019, Vol. 59 Issue 2, p419-439, 21p

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A remark on the paper “Vector-valued operators with singular kernel and Triebel–Lizorkin block spaces with variable exponents” by Kwok Pun Ho.

• Authors : Hatano, Naoya; Nogayama, Toru; Sawano, Yoshihiro

• Source: Kyoto Journal of Mathematics; 2022, Vol. 62 Issue 2, p357-375, 19p

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Vector-valued operators with singular kernel and Triebel-Lizorkin block spaces with variable exponents.

• Authors : Kwok-Pun Ho

Subjects: VECTOR-valued measures; BANACH spaces; FUNCTION spaces

• Source: Kyoto Journal of Mathematics; 2016, Vol. 56 Issue 1, p97-124, 28p

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Theminimal regular model of a Fermat curve of odd squarefree exponent and its dualizing sheaf.

• Authors : Curilla, Christian; Müller, J. Steffen

Subjects: CURVES; SHEAF theory; INTEGERS

• Source: Kyoto Journal of Mathematics; 2020, Vol. 60 Issue 1, p219-268, 50p

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The continuity of commutators on Herz-type Hardy spaces with variable exponent.

• Authors : Hongbin Wang

Subjects: CONTINUITY; COMMUTATORS (Operator theory); HARDY spaces

• Source: Kyoto Journal of Mathematics; 2016, Vol. 56 Issue 3, p559-573, 15p

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