Broadly speaking,
I am interested in Algebraic Number Theory. More particularly, the
problems I have been looking at are mostly about applying techniques
from p-adic Hodge theory to questions in Iwasawa theory, e.g. relating
p-adic L-functions to Selmer groups over some cyclotomic extensions.
The pioneer in this area is Bernadette Perrin-Riou
who has developed many powerful machineries which I make use of in my
works. Her works have always been great inspirations to me. Results of Laurent Berger,
notably those on (phi,Gamma)-modules and Wach modules, have also
motivated many of my works. Other people working on related problems
are: Pierre Colmez, Byoung Du Kim, Shinichi Kobayashi, Masato Kurihara, David Loeffler, Robert Pollack, Jay Pottharst, Ian Sprung, Sarah Zerbes and many more. I do apologise to those whom I forgot to mention, please let me know if you can think of any of them. Feel free to check out my mathematical background, some of my mathematical writings and other mathematically related activities. |