CHAN Song Heng

CHAN Song Heng is an Associate Professor at Nanyang Technological University, School of Physical and Mathematical Sciences, Department of Mathematics. His research interests include Number Theory, Combinatorics, and Special functions. He holds a PhD from the University of Illinois, Urbana-Champaign. His profile can be accessed via the university's faculty page.

Song Heng Chan is a researcher at Nanyang Technological University specializing in number theory, with a focus on q-series, modular forms, and partition functions. His work explores advanced topics such as Ramanujan–Sato type series, mock theta functions, and congruences for partition functions. Chan's research includes the study of Lambert series identities, mock theta functions, and the analysis of ranks and cranks in partition theory. He has contributed to the understanding of Ramanujan's lost notebook, including identities and congruences related to Appell–Lerch sums and the periodicity of coefficients in infinite products. His publications highlight the interplay between classical number theory and modern analytic methods.