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

Автор

Александр Борисович Коновалов

Статистика

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Система компьютерной алгебры GAP: 3rd International Workshop on Symbolic-Numeric Computation

S N C 2 0 0 9 The 3rd International Workshop on Symbolic-Numeric Computation Kyoto, Japan, August 3th-5th, 2009 http://www.snc2009.cs.ehime-u.ac.jp Important Dates --------------- Deadline for Submissions ......................: April 16, 2009 Notification of acceptance/rejection ..........: May 20, 2009 Camera-ready version due ......................: June 3, 2009 Overview -------- Algorithms that combine ideas from symbolic and numeric computation have been of increasing interest over the past decade. The growing demand for speed, accuracy and reliability in mathematical computing has accelerated the process of blurring the distinction between two areas of research that were previously quite separate. The goal of the present workshop is to promote the interaction between symbolic and numeric computing. The precursor of the SNC series was the SNAP 96 Workshop, held in Sophia Antipolis, France, SNC 2005 was held in Xi'an, China. SNC 2007 was held in London, Canada. SNC 2009 is affiliated with the 2009 International Symposium on Symbolic and Algebraic Computation (ISSAC 2009). ISSAC 2009 will take place in Seoul, Korea, at the Korea Institute for Advanced Study (KIAS), July 28-31, 2009. The program of SNC 2009 will include invited presentations, contributed research papers and posters. Specific topics include, but are not limited to: - Hybrid symbolic-numeric algorithms - Approximate polynomial GCD and factorization - Symbolic-numeric methods for solving polynomial systems - Resultants and structured matrices for symbolic-numeric computation - Differential equations for symbolic-numeric computation - Symbolic-numeric methods for geometric computation - Symbolic-numeric algorithms in algebraic geometry - Symbolic-numeric algorithms for nonlinear optimization - Numeric computation of characteristic sets and Groebner bases - Implementation of symbolic-numeric algorithms - Approximate algebraic algorithms - Applications of symbolic-numeric computation The conference invites submission of papers presenting original research, either in the form of extended abstracts (2 pages) or full papers (up to 10 pages) in ACM format, using the LaTeX class file: acm_proc_article-sp.cls Conference proceedings will be published by ACM and also be in the ACM Digial Library.

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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}