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Sun, Hae-sang (선해상)

Department
수리과학과
Website
http://www.math.unist.ac.kr/~haesang
Lab
Zeta function and Arithematic Lab. (제타함수 및 산술 연구실)
Research Keywords
제타함수, L 함수, mu 불변량, Zeta function, mu invariant, L-function
Research Interests
I am interested in a variant of famous Riemann Zeta function, namely p-adic L-function and related topics. More precisely, my research topics are: Vanishing of μ-invariant of various p-adic L-functions, Indivisibility of special values of various L-functions, Dynamics of continued fractions.
This table browses all dspace content
Issue DateTitleAuthor(s)TypeViewAltmetrics
2020-08Non-vanishing of special L-values of cusp forms on GL(2) with totally split prime power twistsKwon, Jaesung; Sun, Hae-sangARTICLE98 Non-vanishing of special L-values of cusp forms on GL(2) with totally split prime power twists
2020-07Quantitative non-vanishing of Dirichlet L-values modulo pBurungale, Ashay; Sun, Hae-sangARTICLE37 Quantitative non-vanishing of Dirichlet L-values modulo p
2020-03A proof of the conjecture of Mazur-Rubin-SteinSun, Hae-sangARTICLE65
2020-03On the indivisibility of derived Kato's Euler systems and the main conjecture for modular formsKim, Chan-Ho; Kim, Myoungil; Sun, Hae-SangARTICLE70 On the indivisibility of derived Kato's Euler systems and the main conjecture for modular forms
2019-08GENERATION OF CYCLOTOMIC HECKE FIELDS BY MODULAR L-VALUES WITH CYCLOTOMIC TWISTSSun, Hae-sangARTICLE309 GENERATION OF CYCLOTOMIC HECKE FIELDS BY MODULAR L-VALUES WITH CYCLOTOMIC TWISTS
2019-03Another note on “Euclidean algorithms are Gaussian” by V. Baladi and B. ValléeLee, Jungwon; Sun, Hae-sangARTICLE162 Another note on “Euclidean algorithms are Gaussian” by V. Baladi and B. Vallée
2016-12The Effects of Network on Exports of Petroleum Refinery Goods in KoreaGoo, Young-wan; Sun, Hae-sang; Lee, Seong-HoonARTICLE540
2015-04Distance sets of two subsets of vector spaces over finite fieldsKoh, Doowon; Sun, Hae-sangARTICLE679 Distance sets of two subsets of vector spaces over finite fields
2014-02The special values of Dirichlet L-functions as an analogue of the Iwasawa power seriesSun, Hae-sangARTICLE719 The special values of Dirichlet L-functions as an analogue of the Iwasawa power series
2013-05A study on functional independence of the Iwasawa power seriesSun, Hae-SangARTICLE573 A study on functional independence of the Iwasawa power series
2010-12Cuspidal class number of the tower of modular curves X-1(Np-n)Sun, Hae-SangARTICLE620 Cuspidal class number of the tower of modular curves X-1(Np-n)
2010-06BOREL'S CONJECTURE AND THE TRANSCENDENCE OF THE IWASAWA POWER SERIESSun, Hae-SangARTICLE513 BOREL'S CONJECTURE AND THE TRANSCENDENCE OF THE IWASAWA POWER SERIES
2010-01Derivative of power series attached to Gamma-transform of p-adic measuresSun, Hae-SangARTICLE651 Derivative of power series attached to Gamma-transform of p-adic measures
2007-11Homological interpretation of a theorem of L. WashingtonSun, Hae-SangARTICLE585 Homological interpretation of a theorem of L. Washington

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