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Heng Huat Chan

rp59780

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Full Name
Heng Huat Chan
(not current staff)
Variants
chan, h.h.
chan, heng huat
 
Main Affiliation
 
Faculty
 
Email
matchh@nus.edu.sg
 

Publications

Results 21-40 of 53 (Search time: 0.01 seconds).

Issue DateTitleAuthor(s)
2112-Aug-2021Multiplicative functions arising from the study of mutually unbiased basesChan Heng Huat ; Englert,Berthold-Georg 
221-Oct-2011New analogues of Clausen's identities arising from the theory of modular formsChan, H.H. ; Tanigawa, Y.; Yang, Y.; Zudilin, W.
23Sep-2010New analogues of Ramanujan's partition identitiesChan, H.H. ; Toh, P.C. 
24Sep-2002New Ramanujan-Kolberg type partition identitiesChan, H.H. ; Hahn, H.; Lewis, R.P.; Tan, S.L.
25Jan-2010New representations for Apéry-like sequencesChan, H.H. ; Zudilin, W.
261999On eisenstein series and ∑m,n=-∝ ∝Qm2+mn+2n2Chan, H.H. ; Ong, Y.L.
27Sep-1998On Ramanujan's cubic transformation formula for 2F1 (1/3, 2/3; 1; z)Chan, H.H. 
28May-2001On Ramanujan's quartic theory of elliptic functionsBerndt, B.C.; Chan, H.H. ; Liaw, W.-C.
29Jun-2008ON η3(aτ)η3(bτ) with a+b=8Chan, H.H. ; Cooper, S.; Liaw, W.-C.
301-Nov-2003Partition identities and congruences associated with the Fourier coefficients of the Euler productsChan, H.H. ; Lewis, R.P.
31Mar-2008Powers of theta functionsChan, H.H. ; Cooper, S.
32Apr-2003Quadratic iterations to π associated with elliptic functions to the cubic and septic baseChan, H.H. ; Chua, K.S.; Solé, P.
331998Radicals and units in Ramanujan's workBerndt, B.C.; Chan, H.H. ; Zhang, L.-C.
342005Ramanujan and cranksBerndt, B.C.; Chant, H.H. ; Chan, S.H. ; Liaw, W.-C.
35Dec-1997Ramanujan's association with radicals in IndiaBerndt, B.C.; Chan, H.H. ; Zhang, L.-C.
36Feb-2007Ramanujan's eisenstein series and powers of Dedekind's eta-functionChan, H.H. ; Cooper, S.; Toh, P.C. 
371998Ramanujan's modular equations and Atkin-Lehner involutionsChan, H.H. ; Lang, M.L. 
38Aug-2009Ramanujan's series for 1/π: A surveyBaruah, N.D.; Berndt, B.C.; Chan, H.H. 
39Jun-1998Ramanujan-Weber class invariant Gn and Watson's empirical processChan, H.H. 
402001Ramanujans class invariant λn and a new class of series for 1/πChan, H.H. ; Liaw, W.-C.; Tan, V.