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COMPACTNESS OF MAXIMAL OPERATOR INWEIGHTED LEBESGUE SPACES WITH VARIABLEEXPONENT
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L. AKIN And Y. ZEREN, "COMPACTNESS OF MAXIMAL OPERATOR INWEIGHTED LEBESGUE SPACES WITH VARIABLEEXPONENT," INTERNATIONAL CONFERENCE ON ANALYSIS AND ITS APPLICATIONS , 2016

AKIN, L. And ZEREN, Y. 2016. COMPACTNESS OF MAXIMAL OPERATOR INWEIGHTED LEBESGUE SPACES WITH VARIABLEEXPONENT. INTERNATIONAL CONFERENCE ON ANALYSIS AND ITS APPLICATIONS .

AKIN, L., & ZEREN, Y., (2016). COMPACTNESS OF MAXIMAL OPERATOR INWEIGHTED LEBESGUE SPACES WITH VARIABLEEXPONENT . INTERNATIONAL CONFERENCE ON ANALYSIS AND ITS APPLICATIONS

AKIN, LÜTFİ, And Yusuf ZEREN. "COMPACTNESS OF MAXIMAL OPERATOR INWEIGHTED LEBESGUE SPACES WITH VARIABLEEXPONENT," INTERNATIONAL CONFERENCE ON ANALYSIS AND ITS APPLICATIONS, 2016

AKIN, LÜTFİ And ZEREN, Yusuf. "COMPACTNESS OF MAXIMAL OPERATOR INWEIGHTED LEBESGUE SPACES WITH VARIABLEEXPONENT." INTERNATIONAL CONFERENCE ON ANALYSIS AND ITS APPLICATIONS , 2016

AKIN, L. And ZEREN, Y. (2016) . "COMPACTNESS OF MAXIMAL OPERATOR INWEIGHTED LEBESGUE SPACES WITH VARIABLEEXPONENT." INTERNATIONAL CONFERENCE ON ANALYSIS AND ITS APPLICATIONS .

@conferencepaper{conferencepaper, author={LÜTFİ AKIN And author={Yusuf ZEREN}, title={COMPACTNESS OF MAXIMAL OPERATOR INWEIGHTED LEBESGUE SPACES WITH VARIABLEEXPONENT}, congress name={INTERNATIONAL CONFERENCE ON ANALYSIS AND ITS APPLICATIONS}, city={}, country={}, year={2016}}