**Byoung**
**Du
(B.D.) Kim,**

*fool,
corruptor of words, man of many falsities, and student of mathematics*

**Email**:
byoungdu.kim (and add "at" vuw.ac.nz)

**Apologies**:
This site used to show emails (bdkim
at msor.vuw.ac.nz and bdkim at mcs.vuw.ac.nz) which
have not been valid for a while, and I did not know about it for a
long time. (Any
email sent to those used to be dumped in an inbox which was
legitimate but I had no access to, so the person sending an email did
not know I did not receive it, and I did not know what was
happening.)
I apologize to anyone
who has emailed to those emails, and never received a reply.

**Papers**

The
parity conjecture for elliptic curves at supersingular reduction
primes

*Compositio*
*Math*
143 (2007)
47-72.

The
algebraic functional equation of an elliptic curve at supersingular
primes

*Mathematical
Research Letters* 15,
Issue 1, January 2008.

The
parity conjecture over totally real fields for elliptic curves at
supersingular reduction primes

*The
Journal of Number Theory *129
(2009), no. 5, 1149-1160.

The
Iwasawa invariants of the plus/minus Selmer groups

*The
Asian Journal of Mathematics *13
(2009), no. 2, 181-190.

Nonvanishing of Hecke L-functions and the Blochâ€“Kato conjecture (joint with Riad Masri and Tonghai Yang)

*Mathematische*
*Annalen,*
349 (2011),
no. 2, 301-343.

The
Plus/Minus Selmer Groups for Supersingular Primes

*The
Journal of the Australian Mathematical Society, *Volume 95
/ Issue 02 / October 2013, 189-200*.*

Signed-Selmer groups over the Z_p^2-extension of an imaginary quadratic field

*The
Canadian Journal of Mathematics* Vol.
66 (4), 2014, 826-843.

Two-variable p-adic L-functions of modular forms for non-ordinary primes

*The
Journal of Number Theory* Volume
144, November 2014, 188-218.

Congruences of two-variable p-adic L-functions of congruent modular forms of different weights

Suh Hyun Choi, Byoung Du Kim

*The
Ramanujan Journal*,
May 2017, Vol. 43 (1), 163-195.

Byoung Du Kim, Jeehoon Park

Acta Arithmetica 181 (2017), 209-238

Journal of Number Theory, 183, February 2018, 352-387.

Bo-Hae Im, Byoung Du Kim

Journal of Number Theory, 195, February 2019, 23-50.

Nonvanishing
of Hecke *L*-functions
and Bloch-Kato *p*-Selmer
groups

Arianna
Iannuzzi, Byoung Du Kim, Riad Masri, Alex Mathers, Maria Ross and
Wei-Lun Tsai

to appear in Mathematical
Research Letters.

Workshop on Number Theory, December 2012, Victoria University, Wellington, New Zealand

If someone asks me why I do math, I will answer with this song: Shape of My Heart, Sting