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PARK S. Y., HONG G. J., An Assumption on How Archimedes Found out the Center of Gravity of Cones in, Journal for History of Mathematics 26(5-6) (2013), 371-388. 박선용, 홍갑주, 아르키메데스가 에서 원뿔의 무게중심을 구한 방식에 대한 하나의 가설, 한국수학사학회지 26(5-6) (2013), 371-388./
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LEE Jung Oh, A brief study on Stanojevic's works on the $L^1$-convergence, Journal for History of Mathematics 26(2-3) (2013), 163-176./
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Hong Sung Sa, Hong Young Hee, Kim Young Wook, Kim Chang Il, KaifangShu in San-Hak JeongEui, Journal for History of Mathematics, 26(4) (2013), 213-218./
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HONG Sung Sa, HONG Young Hee, LEE Seung On, Mathematical Structures and Suanxue Qimeng, Journal for History of Mathematics, 26(2-3) (2013), 123-130./
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HONG Sung Sa, HONG Young Hee, LEE Seung On, Division algorithm in Suanxue Qimeng, Journal for History of Mathematics, 26(5-6) (2013), 323-328./
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LEE Jung Oh, A brief study on Stanojevic's works on the $L^1$-convergence, The Korean Journal for History of Mathematics 26(2-3) (2013), 163-176./
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Kwon O. N., Park J. S., Kim E. J., Instruction of History of Mathematics with Mathematical Machines, Journal for History of Mathematics 26(4) (2013), 301-320.(권오남, 방정숙, 김은지, 수학기계를 활용한 수학사 수업, Journal for History of Mathematics 26(4) (2013), 301-320.)/
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Lee G. D., Choi Y. G., Two Presentation Ways of Complex Numbers Consulting History and Intellectual Interest, Journal for History of Mathematics 26(4) (2013), 259-275.(이기돈, 최영기, 수학사와 지적 흥미를 고려한 복소수의 두 가지 제시 방법, Journal for History of Mathematics 26(4) (2013), 259-275.)/
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YUN Hye Soon, Mathematics Educational Constructions and Structures in Suan Xue Qi Meng and Muk Sa Jib San Bub, The Korean Journal for History of Mathematics 25(4) (2012), 11-19. 윤혜순, 算學啓蒙과 黙思集算法의 수학 교육적 구성과 구조, 한국수학사학회지 제25권 제4호 (2012년 11월), 11-19./
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PARK Chang Kyun, Philosophical Implication of Turing's Work-Concentrated on Halting Theorem, Journal for History of Mathematics 25(3) (2012), 15-27. 박창균, 튜링의 업적이 지닌 철학적 함의-' 멈춤정리' 를 중심으로, 한국수학사학회지 25(3) (2012), 15-27./
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