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1
Almost Symmetric Arf C-Semigroups and Partitions. , COMMUNICATIONS IN ALGEBRA, 53(0), 2025
Prof. Dr. Nesrin Tutaş, Öğrgör. Dr. Nihal Gümüşbaş, Prof. Dr. Halil İbrahim Karakaş |
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2
On the Enumeration of Arf Numerical Semigroups with Given Multiplicity and Conductor, SEMIGROUP FORUM, 10(0), 2025
Prof. Dr. Halil İbrahim Karakaş, Prof. Dr. Nesrin Tutaş |
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3
Arf numerical semigroups with prime multiplicity, SEMIGROUP FORUM, 105(0), 2022
Prof. Dr. Halil İbrahim Karakaş |
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4
Arf numerical semigroups with multiplicity 11 and 13, Turkish Journal of Mathematics, 46(0), 2022
Prof. Dr. Halil İbrahim Karakaş, Sedat İlhan, Meral Süer |
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5
Integer Programming Formulations For the Frobenius Problem, International Journal of Pure Mathematics, 8(0), 2022
Prof. Dr. İmdat Kara, Prof. Dr. Halil İbrahim Karakaş |
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6
A decomposition of partitions and numerical sets, SEMIGROUP FORUM, 101(3), 2019
Prof. Dr. Halil İbrahim Karakaş, Nesrin Tutaş |
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7
Young Tableaux and Arf Partitions, Turkish Journal of Mathematics, 43(1), 2019
Nesrin Tutaş, Prof. Dr. Halil İbrahim Karakaş, Nihal Gümüşbaş |
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8
Parametrizing Numerical Semigroups With Multiplicity Up To Five, INTERNATIONAL JOURNAL OF ALGEBRA AND COMPUTATION, 28(1), 2018
Prof. Dr. Halil İbrahim Karakaş |
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9
Parametrizing Arf Numerical Semigroups, JOURNAL OF ALGEBRA AND ITS APPLICATIONS, 16(11), 2017
P. A. Garcia-S´Anchez, B. A. Heredia, Prof. Dr. Halil İbrahim Karakaş, J. C. Rosales |
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10
Arf Numerical Semigroups, Turkish Journal of Mathematics, 41(6), 2017
Sedat İlhan, Prof. Dr. Halil İbrahim Karakaş |
| 1
Sayısal Yarıgruplar ve Arf, 37. Matematik Sempozyumu, 01.09.2025
Prof. Dr. Halil İbrahim Karakaş |
| 2
Katlılığı ve Kondüktörü verilen Arf Yarıgruplarının sayısı, 36. Ulusal Matematik Sempozyumu, 09.09.2024
Prof. Dr. Halil İbrahim Karakaş, Prof. Dr. Nesrin Tutaş |
| 3
Arf numerical Semigroups with Prime Power Multiplicity, nternational Meeting on Numerical Semigroups , 08.07.2024
Prof. Dr. Halil İbrahim Karakaş, Prof. Dr. Nesrin Tutaş |
| 1 DISCRETE APPLIED MATHEMATICS, Hakem, 2023 |
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GENEL MATEMATİK I |
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CEBİR |
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MATEMATİK |
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GENEL MATEMATİK II |