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Submission of papers:
28-Jun-2002
Notification to authors:
19-Aug-2002
Camera ready format:
13-Sep-2002
Tutorials and workshops:
2-Dec-2002 to 3-Dec-2002
Conference date:
4-Dec-2002 to 6-Dec-2002
Re-submission of final versions of your paper should be via the
submission web
page. You will need to use the user account and password that you used
for your
original submission.
The submitted files should include sources if possible, as
well as
final versions: "...your source (input) files, e.g. TEX files for the
text and PS
or EPS files for figures, the final DVI file (for papers prepared using
LATEX or
TEX), the final PS file, and if possible, a PDF file of the final
version of your
contribution. If you have prepared your paper using a text processing
system
other than LATEX or TEX, please also submit RTF files. Make sure that the
text is identical in all cases." Since only a single file may be
submitted via
the web page, please submit either a zipped or gzipped folder containing
the files.
You should also arrange for a hard copy of the
paper to reach
us at
AI'2002, c/- Bob McKay,
School of Computer Science
Australian Defence Force Academy
Northcott Drive
Campbell ACT 2600
Australia
(if you send us the electronic version only, you accept the risk that we
may be unable to print your paper for inclusion in the proceedings)
The Springer copyright form should be faxed or sent with your hard copy;
if faxed,
use:
AI'2002, c/- Bob McKay
School of Computer Science, ADFA
+61 2 6268 8581
AI this year only accepts electronic subission. The full paper must be
received by the conference program committee co-chairs before or
on 5pm (Canberra time), 28th of June, 2002.
Fax submission cannot
be accepted. Papers received after 5pm (Canberra time), 28th of
June 2002 will be returned unopened.
Submitted papers should not have been accepted
or be under review by other conferences or journals. Each paper
will be blind reviewed by at least two referees. All papers must
have a title page that includes a title, a 300-400 word abstract,
a list of keywords (using the keywords from the topics on th econference
homepage), the names and addresses of all authors, their email addresses,
and their telephone and fax numbers. The body must also include
the title and abstract, but the author information must be excluded.
The AI conference will continue publishing the proceedings
as
Lecture Notes in Artificial Intelligence (LNAI) by Springer. The length
of submitted papers (excluding the title page) must be no more than
12 single-spaced, single-column pages including all figures, tables,
and bibliography.
Instructions for preparing the manuscript can be found at
http://www.springer.de/comp/lncs/authors.html .
Papers not conforming to the above requirements
may be rejected without review. Authors of all accepted papers must
pre-register for and present their papers at the conference. The
registration fee for authors must be received by the conference
organiser before or on 13th of September 2002 (i.e., the deadline
for the camera-ready copy) in order for the paper to be included
in the proceedings. Papers accepted for oral presentation will be
allocated up to 12 pages in the proceedings. Papers accepted for
poster presentation will be allocated 1 page in the proceedings.
The conference seeks original research and
application papers in any area of Artificial Intelligence. Topics of
interest include, but are not limited to, the following:
Actions
AI architectures
Artificial Life
Applications
Automated reasoning
Belief revision and update
Case-based reasoning
Common-sense reasoning
Constraints
Computational complexity
Computer vision
Diagnosis
Distributed intelligence
Evolutionary algorithms
Expert systems
Game playing
Intelligent agents
Knowledge acquisition
Knowledge representation
Knowledge discovery and data mining
Language understanding/ generation
Linguistic Geometry
Logic
Machine learning
Neural networks
Nonmonotonicity
Ontology
Planning
Problem solving
Qualitative reasoning
Reasoning with analogy
Reinforcement learning
Robotics
Search
Swarm Intelligence
Theorem proving
Uncertain reasoning
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