M. R. TÜRKMEN And H. EFE, "A New Approach Comparison of the Farthest Point Map inFuzzy and Classic n-Normed Spaces with Examples," INTERNATIONAL CONFERENCE ON “OPERATORS IN MORREY-TYPE SPACES ANDAPPLICATIONS” , 2017
TÜRKMEN, M. R. And EFE, H. 2017. A New Approach Comparison of the Farthest Point Map inFuzzy and Classic n-Normed Spaces with Examples. INTERNATIONAL CONFERENCE ON “OPERATORS IN MORREY-TYPE SPACES ANDAPPLICATIONS” .
TÜRKMEN, M. R., & EFE, H., (2017). A New Approach Comparison of the Farthest Point Map inFuzzy and Classic n-Normed Spaces with Examples . INTERNATIONAL CONFERENCE ON “OPERATORS IN MORREY-TYPE SPACES ANDAPPLICATIONS”
TÜRKMEN, MUHAMMED, And HAKAN EFE. "A New Approach Comparison of the Farthest Point Map inFuzzy and Classic n-Normed Spaces with Examples," INTERNATIONAL CONFERENCE ON “OPERATORS IN MORREY-TYPE SPACES ANDAPPLICATIONS”, 2017
TÜRKMEN, MUHAMMED R. And EFE, HAKAN. "A New Approach Comparison of the Farthest Point Map inFuzzy and Classic n-Normed Spaces with Examples." INTERNATIONAL CONFERENCE ON “OPERATORS IN MORREY-TYPE SPACES ANDAPPLICATIONS” , 2017
TÜRKMEN, M. R. And EFE, H. (2017) . "A New Approach Comparison of the Farthest Point Map inFuzzy and Classic n-Normed Spaces with Examples." INTERNATIONAL CONFERENCE ON “OPERATORS IN MORREY-TYPE SPACES ANDAPPLICATIONS” .
@conferencepaper{conferencepaper, author={MUHAMMED RECAİ TÜRKMEN And author={HAKAN EFE}, title={A New Approach Comparison of the Farthest Point Map inFuzzy and Classic n-Normed Spaces with Examples}, congress name={INTERNATIONAL CONFERENCE ON “OPERATORS IN MORREY-TYPE SPACES ANDAPPLICATIONS”}, city={}, country={}, year={2017}}