
| October 14 (Sunday)-18 (Thursday), 2012, Kobe, Japan | |
Group
photograph taken on October 16
|
Conference poster: pdf (8.6 MB) jpg (1.8 MB) |
Welcome
to Japan for the
|
| Venue: |
Nichii
Gakkan, Hyogo-ken
Kobe-shi Chuo-ku
Minatojima Minamimachi
7-1-5
and
Integrated Research Center
of Kobe University,
convention hall
and K
computer building
|
The initial deadline
for the submission of papers for the proceedings
has passed, but extensions are possible.
Please contact us at the below address.
Please
send your manuscript to ccp2012@ile.osaka-u.ac.jp
October
30
The group
photograph taken on October 16 is
available.
October 24
The
presentation files of the plenary talks
are available.
October 10
The
final program is now available.
September 30
The
poster program is now available.
September 25
Tentative
program and schedule updated again.
Tentative
program and schedule updated.
The
IUPAP Young Scientist Prize winner was
announced.
August 31
More than 400 participants have already registered.
August 21
Tentative
schedule of plenary talks and invited
parallel-session talks uploaded,
July 27
Student
registration fee reduced to 5000 yen.
July 26
Announcement of
the guided tours to the K Computer.
May 1st
************************************
The Conference on Computational Physics (CCP) is organized annually under the auspices of the Commission 20 of the IUPAP (International Union of Pure and Applied Physics).
The CCP is an international conference, whose aim is mainly to report and discuss the most recent topics in computational physics and its applications to research and industry. It treats with particular care also issues related to education in developing countries without enough infrastructure for computation.
In 2012 the CCP is being organized in Kobe, Japan, also in the occasion of the opening of the K computer (until May 2012 ranked first and presently second of the TOP500) for shared use.
We have organized the CCP meeting in Japan a little differently from the previous ones. Our goal is to encourage strong communication among different fields and to foster new collaborations between fundamental research and applications, through the commonality of numerical methods.
So we have:


