YILDIZ-YAR, Ş. (2020) "A variation on absolute weighted mean summability factors of Fourier Series and its conjugate series,", Boletim da Sociedade Paranaense de Matemática, 38 (5) pp. 105-113 [ESCI] Link DOI " data-bs-content-id="YazarBilgi-23212">
YILDIZ-YAR, Ş. (2020) "A variation on absolute weighted mean summability factors of Fourier Series and its conjugate series,", Boletim da Sociedade Paranaense de Matemática, 38 (5) pp. 105-113 [ESCI] Link DOI YILDIZ-YAR, Ş. (2020) "A variation on absolute weighted mean summability factors of Fourier Series and its conjugate series,", Boletim da Sociedade Paranaense de Matemática, 38 (5) pp. 105-113 [ESCI] Link DOI
Gök, Ö., YILDIZ-YAR, Ş. (2013) "Extended results on f-orthomorphisms over the second order dual of an f-algebra", Pure Mathematical Sciences, 2 (3) pp. 109-114 DOI " data-bs-content-id="YazarBilgi-23213">
Gök, Ö., YILDIZ-YAR, Ş. (2013) "Extended results on f-orthomorphisms over the second order dual of an f-algebra", Pure Mathematical Sciences, 2 (3) pp. 109-114 DOI Gök, Ö., YILDIZ-YAR, Ş. (2013) "Extended results on f-orthomorphisms over the second order dual of an f-algebra", Pure Mathematical Sciences, 2 (3) pp. 109-114 DOI
Gök, Ö., YILDIZ-YAR, Ş. (2013) "On the center of Banach f -modules", Pure Mathematical Sciences, 2 (0) pp. 49-54 DOI " data-bs-content-id="YazarBilgi-23214">
Gök, Ö., YILDIZ-YAR, Ş. (2013) "On the center of Banach f -modules", Pure Mathematical Sciences, 2 (0) pp. 49-54 DOI Gök, Ö., YILDIZ-YAR, Ş. (2013) "On the center of Banach f -modules", Pure Mathematical Sciences, 2 (0) pp. 49-54 DOI
Özarslan, H., YILDIZ-YAR, Ş. (2017) "Local properties of absolute matrix summability of factored Fourier series", Filomat, 31 (15) pp. 4897-4903 [SCI Expanded] Link DOI " data-bs-content-id="YazarBilgi-23215">
Özarslan, H., YILDIZ-YAR, Ş. (2017) "Local properties of absolute matrix summability of factored Fourier series", Filomat, 31 (15) pp. 4897-4903 [SCI Expanded] Link DOI Özarslan, H., YILDIZ-YAR, Ş. (2017) "Local properties of absolute matrix summability of factored Fourier series", Filomat, 31 (15) pp. 4897-4903 [SCI Expanded] Link DOI
YILDIZ-YAR, Ş. (2019) "A new factor theorem on absolute matrix summability methods", TWMS (Turkic World Mathematical Society) Journal of Applied and Engineering Mathematics, 9 (2) pp. 351-356 [ESCI]
YILDIZ-YAR, Ş. (2019) "Lacunary statistical p-quasi Cauchy sequences", Maltepe Journal of Mathematics, 1 (1) pp. 9-17 Link " data-bs-content-id="YazarBilgi-23217">
YILDIZ-YAR, Ş. (2019) "Lacunary statistical p-quasi Cauchy sequences", Maltepe Journal of Mathematics, 1 (1) pp. 9-17 Link YILDIZ-YAR, Ş. (2019) "Lacunary statistical p-quasi Cauchy sequences", Maltepe Journal of Mathematics, 1 (1) pp. 9-17 Link
YILDIZ-YAR, Ş. (2019) "On the generalizations of some factors theorems for infinite series and Fourier series", Filomat, 33 (14) pp. 4343-4351 [SCI Expanded]
YILDIZ-YAR, Ş. (2019) "A new result on matrix summability factors of Fourier series", Eurasian Mathematical Journal, 10 (1) pp. 80-88 [ESCI] Link DOI " data-bs-content-id="YazarBilgi-23219">
YILDIZ-YAR, Ş. (2019) "A new result on matrix summability factors of Fourier series", Eurasian Mathematical Journal, 10 (1) pp. 80-88 [ESCI] Link DOI YILDIZ-YAR, Ş. (2019) "A new result on matrix summability factors of Fourier series", Eurasian Mathematical Journal, 10 (1) pp. 80-88 [ESCI] Link DOI
YILDIZ-YAR, Ş. (2018) "A general matrix application of convex sequences to Fourier series", Filomat, 32 (7) pp. 2443-2449 [SCI Expanded]
YILDIZ-YAR, Ş. (2018) "An Application of Quasi-Monotone Sequences to Absolute Matrix Summability", Filomat, 32 (10) pp. 3709-3715 [SCI Expanded] DOI " data-bs-content-id="YazarBilgi-23221">
YILDIZ-YAR, Ş. (2018) "An Application of Quasi-Monotone Sequences to Absolute Matrix Summability", Filomat, 32 (10) pp. 3709-3715 [SCI Expanded] DOI YILDIZ-YAR, Ş. (2018) "An Application of Quasi-Monotone Sequences to Absolute Matrix Summability", Filomat, 32 (10) pp. 3709-3715 [SCI Expanded] DOI
YILDIZ-YAR, Ş. (2018) "A study on matrix summability of Fourier series", Advances and Applications in Mathematical Sciences, 17 (7) pp. 533-542 [ESCI]
YILDIZ-YAR, Ş. (2017) "İstatistiksel boşluklu delta 2 quasi Cauchy dizileri", Sakarya Üniversity Journal of Science, 21 (6) pp. 1408-1412 [TR Dizin] DOI " data-bs-content-id="YazarBilgi-23223">
YILDIZ-YAR, Ş. (2017) "İstatistiksel boşluklu delta 2 quasi Cauchy dizileri", Sakarya Üniversity Journal of Science, 21 (6) pp. 1408-1412 [TR Dizin] DOI YILDIZ-YAR, Ş. (2017) "İstatistiksel boşluklu delta 2 quasi Cauchy dizileri", Sakarya Üniversity Journal of Science, 21 (6) pp. 1408-1412 [TR Dizin] DOI
YILDIZ-YAR, Ş. (2018) "On application of matrix summability to Fourier series", Mathematical Methods in the Applied Sciences, 41 (2) pp. 664-670 [SCI Expanded] Link DOI " data-bs-content-id="YazarBilgi-23224">
YILDIZ-YAR, Ş. (2018) "On application of matrix summability to Fourier series", Mathematical Methods in the Applied Sciences, 41 (2) pp. 664-670 [SCI Expanded] Link DOI YILDIZ-YAR, Ş. (2018) "On application of matrix summability to Fourier series", Mathematical Methods in the Applied Sciences, 41 (2) pp. 664-670 [SCI Expanded] Link DOI
YILDIZ-YAR, Ş. (2018) "A matrix application on absolute weighted arithmetic mean summability factors of infinite series", Tbilisi Mathematical Journal, 11 (2) pp. 59-65 [ESCI] Link " data-bs-content-id="YazarBilgi-23225">
YILDIZ-YAR, Ş. (2018) "A matrix application on absolute weighted arithmetic mean summability factors of infinite series", Tbilisi Mathematical Journal, 11 (2) pp. 59-65 [ESCI] Link YILDIZ-YAR, Ş. (2018) "A matrix application on absolute weighted arithmetic mean summability factors of infinite series", Tbilisi Mathematical Journal, 11 (2) pp. 59-65 [ESCI] Link
YILDIZ-YAR, Ş. (2018) "Absolute matrix summability factors of Fourier serieswith quasi-f-power increasing sequences", Electronic Notes in Discerete Mathematics, 67 (0) pp. 37-41 DOI " data-bs-content-id="YazarBilgi-23226">
YILDIZ-YAR, Ş. (2018) "Absolute matrix summability factors of Fourier serieswith quasi-f-power increasing sequences", Electronic Notes in Discerete Mathematics, 67 (0) pp. 37-41 DOI YILDIZ-YAR, Ş. (2018) "Absolute matrix summability factors of Fourier serieswith quasi-f-power increasing sequences", Electronic Notes in Discerete Mathematics, 67 (0) pp. 37-41 DOI
Özarslan, H., YILDIZ-YAR, Ş. (2016) "On the local property of \phi - A ,pn _{ k} summability of factored Fourier series", International Journal of Pure Mathematics, 3 (0) pp. 1-5
Özarslan, H., YILDIZ-YAR, Ş. (2016) "A new study on the absolute summability factors of Fourier series", Journal of Mathematical Analysis, 7 (2) pp. 31-36 [ESCI]
YILDIZ-YAR, Ş. (2017) "A new theorem on absolute matrix summability of Fourier series", Publications de I Institut Mathematique, 102 (116) pp. 107-113 [ESCI] DOI " data-bs-content-id="YazarBilgi-23229">
YILDIZ-YAR, Ş. (2017) "A new theorem on absolute matrix summability of Fourier series", Publications de I Institut Mathematique, 102 (116) pp. 107-113 [ESCI] DOI YILDIZ-YAR, Ş. (2017) "A new theorem on absolute matrix summability of Fourier series", Publications de I Institut Mathematique, 102 (116) pp. 107-113 [ESCI] DOI
YILDIZ-YAR, Ş. (2016) "A new note on local property of factored Fourier series", Bulletin of Mathematical Analysis and Applications, 8 (4) pp. 91-97 [ESCI] Link " data-bs-content-id="YazarBilgi-23230">
YILDIZ-YAR, Ş. (2016) "A new note on local property of factored Fourier series", Bulletin of Mathematical Analysis and Applications, 8 (4) pp. 91-97 [ESCI] Link YILDIZ-YAR, Ş. (2016) "A new note on local property of factored Fourier series", Bulletin of Mathematical Analysis and Applications, 8 (4) pp. 91-97 [ESCI] Link
YILDIZ-YAR, Ş. (2017) "An aspect of local property of Fourier series", Jordan Journal of Mathematics and Statistics, 10 (3) pp. 235-245 [ESCI]
