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Meet Yu-Ju Kuo
I was born in Taipei, the capital of Taiwan, on March 8, 1973.
Until graduation from college, I attended school while living with
my parents and my younger brother. Shortly after graduation from
college I went to Taichung, a city in the middle of Taiwan, for
my masters degree. In August 1998, I came to Arizona, the hottest
state in US, for my Ph.D. Finally, I finished my degree in May 2002.
My name is Yu-Ju Kuo. My life before entering college was similar
to most kids in Taiwan, trying to pass the entrance exams to attend
university. After I decided to choose applied mathematics as my
major, I started to realize my passion and ability in mathematics.
I won several book-coupon awards (the first 3 in the class) in college.
I decided to go to graduate school after a terrible internship experience.
After being accepted by National Chung-Hsiu University, I received
a teaching and research assistantship throughout my
study there. I chose to go to Arizona State University because the
department has a strong group of computational and applied mathematicians.
At ASU, I have received a teaching assistantship since spring 1999
and a research assistantship for two summers. I was also selected
to participate in a one-year Preparing Future Mathematics Faculty
program. Subsequently, I won travel grants a few times to attend
various conferences. My next step in life is to move to Indiana,
Pennsylvania, for my first faculty position in the department of
mathematics at Indiana University of Pennsylvania.
My primary field of study is computational mathematics, with specialization
in the area of continuous optimization and partial differential
equations. For my Ph.D. dissertation, I studied a class of optimization
methods called primal-dual interior point methods. In preparation
for my master's thesis, I studied bifurcation scenarios of the von
Karman equation with a Robin boundary condition. In the future,
I believe that I can provide suitable and exciting topics to students
because of the breadth of my research background and interests.
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