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Сайт рассылки: http://www.gap-system.org/ukrgap/
Открыта: 05-02-2002

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Александр Борисович Коновалов

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Система компьютерной алгебры GAP: CALL FOR POSTERS ISSAC 200

CALL FOR POSTERS ISSAC 2009 International Symposium on Symbolic and Algebraic Computation Korea Institute for Advanced Study Seoul, Korea, July 28-31, 2009 http://issac2009.kias.re.kr/ The 2009 International Symposium on Symbolic and Algebraic Computation (ISSAC) is the 34th meeting in a series of conferences, begun in 1966 and held annually since 1981 in North America, Europe and Asia, for original research on all aspects of symbolic computation. Following tradition, ISSAC 2009 will have presentations of accepted research papers, invited talks, poster sessions, tutorial courses, software demonstrations, and company exhibits. The poster sessions at ISSAC form an excellent way to present early research results which are of interest but not yet completed. We invite authors to submit an extended abstract in PDF format of no more than 2 pages. The abstracts will be reviewed by the poster committee and relevant experts when needed. The review will take into account the content, originality, style, and relevance of the proposed poster. The accepted abstracts will be printed and distributed at the conference and included in an upcoming issue of the ACM SIGSAM Communication in Computer Algebra. IMPORTANT DATES Deadline to submit an extended abstract (.pdf format): May 10th, 2009 Notification of acceptance: June 11th, 2009 Deadline to submit (.tex) updated abstracts: June 25th, 2009 CONFERENCE TOPICS All topics covered traditionally by ISSAC including all of computer algebra algebraic methods in computational geometry and in theorem proving the computer science of creating software for doing mathematics Applications of symbolic computation to the natural sciences, life science, engineering, education, and others For more details, see, e.g., the TOC in the Computer Algebra Handbook URL: http://issac2009.kias.re.kr/cah_toc.pdf In addition and not exclusively, applications of symbolic computation to new models of computation (e.g., quantum computation, origami mathematics) algebraic statistics Certification of numerical results by symbolic computation Implementation of symbolic computation systems on compact and mobile devices. SUBMISSION INSTRUCTIONS Details on submission of contributions may be found by visiting the submission page at http://www.easychair.org/conferences/?conf=issac2009posters. Authors are expected to present their work at the symposium. POSTER COMMITTEE Andrew Novocin, Univ. Montpellier 2, France, Chair Ivan Morel, Ecole Normale Superieure de Lyon, France Katsusuke Nabeshima, Osaka University, Japan Peter Horn, Univ. Kassel, Germany

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Адрес должен быть действующим, на него сразу после регистрации будет отправлено письмо с инструкциями и кодом подтверждения. {#/if} {#/template js_tmpl_auth_reg_descr} {#template js_tmpl_soc_auth_reg_descr} Или зарегистрируйтесь через социальную сеть. {#/template js_tmpl_soc_auth_reg_descr} {#template js_tmpl_auth_reg_soc} <div class="rg_soc"> {#if $P.login_register_tab == 1} <a onclick="return _checkSocConfirm(event)" href="https://oauth.vk.com/authorize?client_id=3954260&scope=wall,offline,photos,groups,video,audio,email&redirect_uri={location.protocol+'//'+location.host}/member/login/vk/&response_type=code&v=5.15" class="login_register_vk_button"> <span class="login_register_vk_icon"></span> </a> {#/if} {#if $P.login_register_tab == 2} <a onclick="return _checkSocConfirm(event)" href="https://oauth.vk.com/authorize?client_id=3954260&scope=wall,offline,photos,groups,video,audio,email&redirect_uri={location.protocol+'//'+location.host}/member/join/vk&response_type=code&v=5.15" class="login_register_vk_button"> <span class="login_register_vk_icon"></span> </a> {#/if} </div> {#/template js_tmpl_auth_reg_soc}

{#template MAIN} <div id="loginForm" style="display:none;" class="subscriberu_popup"> <div class="popup_register"> {#include js_tmpl_auth_reg_tab} <dl class="rg_block_options"> <dt id="js_tap_panel_auth"> <p class="rg_description">{#include js_tmpl_auth_reg_descr}</p> <div class="clr"> </div> {#include js_tmpl_auth_reg_action} <div class="clr"> </div> </dt> </dl> </div> <!-- <div class="gray_bg register_shadow"></div> --> </div> {#/template MAIN} {#template js_tmpl_auth_reg_tab} <ul class="rg_nav"> <li id="js_tab_reg" class="rg_active_nav rg_first_nav"><a href="" onclick="return false;" >Регистрация</a></li> </ul> <span onclick="hidebo();" class="rg_closed"> </span> {#/template js_tmpl_auth_reg_tab} {#template js_tmpl_auth_reg_descr} <strong>Пожалуйста, подтвердите ваш адрес.</strong><br><br>Вам отправлено письмо для подтверждения вашего адреса {$P.register_confirm_mail}.<br>Для подтверждения адреса перейдите по ссылке из этого письма. {#/template js_tmpl_auth_reg_descr} {#template js_tmpl_auth_reg_action} <div class="rg_forms confirm_code_from_letter"> <div class="rg_for_input"> <span class="rg_inp_descr" style="width:15em;">Или введите код из письма:</span> <input type="text" value="" id="confirm_code" name="" data-js_submit="yes" data-js_action="js_confirmFormBut" class="js_keydown_selector rg_input_text_conf" > </div> <div class="rg_for_input"><label>Не пришло письмо? <b>Пожалуйста, проверьте папку Спам</b><br /> (папку для нежелательной почты).</label><br />  <a href="" onclick="ajax_recall_code();return false" >Вышлите мне письмо еще раз!</a></div> <div class="rg_for_input"> <em class="reg_error" id="confirm_msg"></em> <a href="#" class="button button-red" id="js_confirmFormBut">Готово</a> <div class="loading loading-cover" style="display: none;"><div class="loader"></div></div> <br> </div> </div> {#/template js_tmpl_auth_reg_action}