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Institution	Date	Title	Author
臺大學術典藏	2019-10-28T03:21:07Z	Invariance of quantum rings under ordinary flops III: A quantum splitting principle	Lee, Yuan-Pin;Lin, Hui-Wen;Qu, Feng;Wang, Chin-Lung; Lee, Yuan-Pin; Lin, Hui-Wen; Qu, Feng; Wang, Chin-Lung; HUI-WEN LIN
臺大學術典藏	2019-10-28T03:21:03Z	Flops, motives, and invariance of quantum rings	Lee, Yuan-Pin;Lin, Hui-Wen;Wang, Chin-Lung; Lee, Yuan-Pin; Lin, Hui-Wen; Wang, Chin-Lung; CHIN-LUNG WANG
臺大學術典藏	2019-10-28T03:21:02Z	Invariance of quantum rings under ordinary flops III: A quantum splitting principle	Lee, Yuan-Pin;Lin, Hui-Wen;Qu, Feng;Wang, Chin-Lung; Lee, Yuan-Pin; Lin, Hui-Wen; Qu, Feng; Wang, Chin-Lung; CHIN-LUNG WANG
臺大學術典藏	2018-09-10T09:18:38Z	Analytic continuations of quantum cohomology	Lee, Yuan-Pin; Lin, Hui-Wen; Wang, Chin-Lung; HUI-WEN LIN
臺大學術典藏	2018-09-10T09:17:15Z	Analytic continuations of quantum cohomology	Lee, Yuan-Pin;Lin, Hui-Wen;Wang, Chin-Lung; Lee, Yuan-Pin; Lin, Hui-Wen; Wang, Chin-Lung; CHIN-LUNG WANG
臺大學術典藏	2018-09-10T08:10:24Z	Flops, motives, and invariance of quantum rings	Lee, Yuan-Pin; Lin, Hui-Wen; Wang, Chin-Lung; Lee, Yuan-Pin; Lin, Hui-Wen; Wang, Chin-Lung; HUI-WEN LIN
臺大學術典藏	2018-09-10T08:08:24Z	Quantum invariance under flop transitions	Wang, Chin-Lung; Wang, CHIN-LUNG; CHIN-LUNG WANG
臺大學術典藏	2018-09-10T08:08:23Z	Elliptic functions, Green functions and the mean field equations on tori	Lin, C.-S.; Wang, C.-L.; Lin, C.-S.; Wang, C.-L.; Lin, Chang-Shou; Wang, Chin-Lung
臺大學術典藏	2018-09-10T06:55:21Z	A function theoretic view of the mean field equations on tori	Lin, CHANG-SHOU; Wang, Chin-Lung; CHANG-SHOU LIN
臺大學術典藏	2018-09-10T05:51:05Z	Flops, motives and invariance of quantum rings	Lee, Y-P;Lin, Hui-Wen;Wang, Chin-Lung; Lee, Y-P; Lin, Hui-Wen; Wang, Chin-Lung; CHIN-LUNG WANG
臺大學術典藏	2018-09-10T04:08:08Z	The weak Lefschetz principle is false for ample cones	Hassett, Brendan;Lin, Hui-Wen;Wang, Chin-Lung; Hassett, Brendan; Lin, Hui-Wen; Wang, Chin-Lung; CHIN-LUNG WANG
臺大學術典藏	2018-09-10T03:43:59Z	K-equivalence in birational geometry and characterizations of complex elliptic genera	Wang, Chin-Lung; Wang, Chin-Lung; CHIN-LUNG WANG
臺大學術典藏	2017-02-23T02:36:26Z	Mean field equations, hyperelliptic curves and modular forms I	Lin, C.-S.; Chai, C.-L.; Wang, Chin-Lung; Wang, Chin-Lung;Chai, C.-L.;Lin, C.-S.
國立臺灣大學	2015-09-07	Extensions of the Gauss--Manin Connections Along Conifold Trnasitions of Calabi--Yau 3-folds	Wang, Chin-Lung
國立臺灣大學	2015-07-16	Extensions of the Gauss--Manin Connections Along Conifold Trnasitions of Calabi--Yau 3-folds	Wang, Chin-Lung
國立臺灣大學	2015	A + B theory in conifold transitions of Calabi--Yau threefolds	Wang, Chin-Lung; Lee, Y.-P.; Lin, H.-W.
國立臺灣大學	2015	Mean field equations, hyperelliptic curves and modular forms I	Wang, Chin-Lung; Chai, C.-L.; Lin, C.-S.
國立臺灣大學	2015	Green function, Painlev'e IV equation, and Eisenstein series of weight one, submitted	Wang, Chin-Lung; Chen, Z.; Kuo, T.-J.; Lin, C.-S.
國立臺灣大學	2015	Algberaic aspects of mean field equations with multiple singular sources	Wang, Chin-Lung; Chai, C.-L.; Lin, C.-S.
臺大學術典藏	2015	A + B theory in conifold transitions of Calabi--Yau threefolds	Wang, Chin-Lung;Lee, Y.-P.;Lin, H.-W.; Wang, Chin-Lung; Lee, Y.-P.; Lin, H.-W.
臺大學術典藏	2015	Green function, Painlev'e IV equation, and Eisenstein series of weight one, submitted	Lin, C.-S.; Kuo, T.-J.; Wang, Chin-Lung; Chen, Z.; Wang, Chin-Lung;Chen, Z.;Kuo, T.-J.;Lin, C.-S.
臺大學術典藏	2015	Mean field equations, hyperelliptic curves and modular forms: I	Chai, Ching-Li; Lin, Chang-Shou; Wang, Chin-Lung; CHANG-SHOU LIN
國立臺灣大學	2014-08-04	Quantum Invariance under Conifold Transitions	Wang, Chin-Lung
臺大學術典藏	2014-08-04	Quantum Invariance under Conifold Transitions	Wang, Chin-Lung; Wang, Chin-Lung
國立臺灣大學	2014-06-30	Mean Field Equations, Hyperelliptic Curves, and Modular Forms	Wang, Chin-Lung

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