Full Name
CHAN HENG HUAT
Variants
Chan, Heng Huat
Chan, H.H.
Chant, H.H.
 
Main Affiliation
 
Faculty
 
Email
matchh@nus.edu.sg
 

Publications

Results 1-20 of 51 (Search time: 0.004 seconds).

Issue DateTitleAuthor(s)
12002A certain quotient of eta-functions found in Ramanujan's lost notebookBerndt, B.C.; Chan, H.H. ; Kang, S.-Y.; Zhang, L.-C.
2Apr-2011A cubic analogue of the jacobsthal identityChan, H.H. ; Long, L.; Yang, Y.
32015A generalization of a brafman-bailey type identityChan, Heng Huat ; Tanigawa Yoshio
4Jul-2003A quasi-theta product in Ramanujan's lost notebookBerndt, B.C.; Chan, H.H. ; Zaharescu, A.
5Oct-2010A supercongruence motivated by the Legendre family of elliptic curvesChan, H.H. ; Long, L.; Zudilin, V.V.
62008An odd square as a sum of an odd number of odd squaresChan, H.H. ; Cooper, S.; Liaw, W.-C.
71-Mar-2003Analogues of Jacobi's inversion formula for the incomplete elliptic integral of the first kindChan, H.H. ; Liu, Z.-G.
815-Apr-2006Circular summation of theta functions in Ramanujan's Lost NotebookChan, H.H. ; Liu, Z.-G.; Ng, S.T.
92012Complex series for 1/πChan, H.H. ; Wan, J.; Zudilin, W.
10Feb-2010Congruences satisfied by Apéry-like numbersChan, H.H. ; Cooper, S.; Sica, F.
11Jan-2005Cranks and dissections in Ramanujan's lost notebookBerndt, B.C.; Chan, H.H. ; Chan, S.H.; Liaw, W.-C.
12Dec-2010Cranks-really, the final problemBerndt, B.C.; Chan, H.H. ; Chan, S.H.; Liaw, W.-C.
13Feb-2000Cubic modular equations and new Ramanujan-type series for 1/πChan, H.H. ; Liaw, W.-C.
14Jan-2003Cubic singular moduli, Ramanujan's class invariants λn and the explicit shimura reciprocity lawChan, H.H. ; Gee, A.; Tan, V. 
1520-Aug-2004Domb's numbers and Ramanujan-Sato type series for 1/πChan, H.H. ; Chan, S.H.; Liu, Z.
16Mar-2008Eisenstein series and theta functions to the septic baseChan, H.H. ; Cooper, S.
17Mar-2000Eisenstein series in Ramanujan's lost notebookBerndt, B.C.; Chan, H.H. ; Sohn, J.; Son, S.H.
18Jul-2006Elliptic functions to the quintic baseChan, H.H. ; Liu, Z.-G.
19Mar-2013Legendre polynomials and Ramanujan-type series for 1/πChan, H.H. ; Wan, J.; Zudilin, W.
201-Oct-2011New analogues of Clausen's identities arising from the theory of modular formsChan, H.H. ; Tanigawa, Y.; Yang, Y.; Zudilin, W.