[Aec-friends] ICMS 2018 -- Call for Sessions

Manuel Kauers manuel at kauers.de
Fri Jan 5 14:49:12 CET 2018


Dear all,

please consider contributing a session to ICMS'18, and please help
distributing this call.

Thanks & Greetings,
Manuel


===============================================================================

6th INTERNATIONAL CONGRESS ON MATHEMATICAL SOFTWARE
Notre Dame, 24--27 July 2018
http://icms-conference.org/2018/

CALL FOR SESSIONS

===============================================================================

The 6th International Congress on Mathematical Software will be held
from July 24 to July 27, 2018 at the University of Notre Dame.

The program consist of several topical sessions. Each session will
provide an overview of the challenges, achievements and progress in a
subfield of mathematical software research, development and use. A list
of possible topics is given at the bottom. The program committee will
consist of the session organizers. At this time we solicit session
proposals.

How to propose a session?

    Prepare a session proposal with the following contents.
        title of the session
        name(s) of the organizer(s), with contact addresses and emails
        aim and scope of the session (at most 150 words)
    Submit it
        by email to one of the program chairs:
	Manuel Kauers <manuel.kauers at jku.at>
	George Labahn <glabahn at uwaterloo.ca>
	Josef Urban <josef.urban at gmail.com>
        at latest by Jan 31, 2018.
    The decision on the proposal will be made
        by the program chairs, the general chair, and the advisory board
	within mid-February 2018.

How to organize a session?

    Maintain a session web page. Send a call for abstracts to the
    potential speakers in the topic area of the session. Review the
    submitted abstracts and make decision on their acceptance,
    preferably on a rolling basis. Complete the process by April 15,
    2018. During the meeting, chair your session.

Format of a session

    A session will consist of one or more time slots. A time slot will
    consist of about 3-4 talks. We encourage that each session begins
    with one general overview talk (may be given by a session
    organizer). This format is meant only as a rough frame; the
    organization of a session can be done in a quite free fashion (e.g.,
    concerning the duration of the individual contributions). "Talks"
    may also include software presentations and demos.

Possible topics for sessions

    These are not exclusive. You can propose any mathematical topic.
    These are not required titles of sessions. You can propose any
    title. These are provided as initial hint for topics and titles.

    logic
        theorem proving
        formalization of mathematics
        logic minimization
        quantifier elimination
        ....
    number theory
        diophantine equations
        algebraic numbers theory
        analytic number theory
        elliptic curves
        ....
    combinatorics
        partition
        graph
        matroid
        finite summation, difference equations
        arithmetic combinatorics
        algebraic combinatorics
        analytic combinatorics
        topological combinatorics
        ...
    algebra
        group theory
        linear algebra
        polynomial algebra
        differential algebra
        homological algebra
        non-commutative algebra
        tensor algebra
        ....
    analysis
        numerical analysis
        functional analysis
        differential/integral equations
        special functions
        ....
    geometry
        computational geometry
        polyhedral geometry
        algebraic geometry
        differential geometry
        algebraic topology
        differential topology
        ...
    inter-disciplinary
        statistics
        optimization
        cryptography
        coding
        scientific computation
        engineering computation
        mathematical document processing
        education
        ...
    mathematical problem solving platform
        AI, machine learning and big-data methods in mathematics
        computer understanding and natural language processing of
              mathematics
        mathematical theory exploration
        mathematical knowledge management
        user interface
        programming language
        kernel design
        ...



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