【TWSIAM DIGEST】2020年10月
TWSIAM Digest
發行日期：2020年10月07日
期別：2020年10月
本期主題：
[研討會訊息]第十一屆臺灣無網格法與邊界元素法學術研討會, 2020/10/17
[研討會訊息] Quantum Information Science (QIS) and Mathematics, 2020/10/17
[演講公告] Nonlinear Phenomena in Evolutionary Partial Differential Equations, 2020/10/06
[演講公告] On The Newform Problem for Split SO(2n+1), 2020/10/07
[演講公告] Curves on K3 Surfaces, 2020/10/09, Zoom, Online seminar
[演講公告] Counting Richelot Isogenies of Superspecial Curves of Genus 2, 2020/10/09, Zoom, Online seminar
[工作機會]國立中興大學應用數學系誠徵專任助理教授以上2名(收件截止日期：109/11/08，隨到隨審)
[工作機會]國立臺北商業大學財經學院徵聘專案教師(自2020/09/17-2020/10/30)
[工作機會] Advanced Algorithm Developer at TSMC
[其他]力成科技教育基金會【2020AI人才訓練營】
台灣工業與應用數學會將於每月定期發行TWSIAM Digest。
如您有最新的研究議題或重要的研究成果，個人動態，研討會訊息、工作機會、文章與書籍的推廣與分享、計劃徵求、學會的贊助等，歡迎您踴躍分享第一手的相關資訊與此平台的會員們！
我們會在每月初發行TWSIAM Digest，期望藉由您提供的資訊分享，能夠促成更多台灣工業界、科技界與數學界的交流與發展！
投稿TWSIAM Digest：https://bit.ly/2CmHon6
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From：國立臺灣海洋大學河海工程學系<Email住址會使用灌水程式保護機制。你需要啟動Javascript才能觀看它>
日期：2020/10/17
類別：研討會訊息
主旨：第十一屆臺灣無網格法與邊界元素法學術研討會
活動網址：http://alumni.hre.ntou.edu.tw/?page_id=80
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From：NCTS
日期：2020/10/17
類別：研討會訊息
主旨：Quantum Information Science (QIS) and Mathematics
內容：Quantum Information Science (QIS) has emerged in many disciplines among physical sciences, materials science, computer science, mathematics, and engineering, for the demands for novel computers, secure communication, and higher resolution sensors to go beyond the scaling limits of classical technologies. As the mother of all the sciences, mathematics definitely is involved everywhere in QIS. This activity aims to initiate the dialogue between researchers in QIS and mathematicians in Taiwan. In our first contact, theorists from the foundation of quantum mechanics, quantum error-correcting codes, quantum communication protocols/channel capacity theory, and quantum cryptography/quantum complexity theory will introduce the terminologies, mathematical structures, unsolved problems, and the application targets to mathematicians. Concepts and paradigms will be stressed from scratch, in order to provide the fundamental knowledge and tools necessary for any possible exploration and collaboration.
活動網址：http://www.ncts.ntu.edu.tw/events_2_detail.php?nid=286
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From：NCTS
日期：2020/10/06
類別：演講公告
主旨：Nonlinear Phenomena in Evolutionary Partial Differential Equations
內容：The prediction and measurement of ecological niche are fundamental part of modern ecology in both practical and theoretical aspects. It has strong relationship with competitive Lotka-Volterra system and can be served as an intuitive approach to study competition interaction. I will introduce some basic idea of niche theory in the first few parts and talk about my recent study of the connection between niche theory and traveling wave theory in 2 component DLV ＆ evolutionary game theory in the last parts of this speech.
活動網址：http://www.ncts.ntu.edu.tw/events_1_detail.php?nid=1806
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From：NCTS
日期：2020/10/07
類別：演講公告
主旨：On The Newform Problem for Split SO(2n+1)
內容：https://tinyurl.com/yyvgbrc6
活動網址：http://www.ncts.ntu.edu.tw/events_1_detail.php?nid=1808
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From：NCTS
日期：2020/10/09, Zoom, Online seminar
類別：演講公告
主旨：Curves on K3 Surfaces
內容：I will survey the recent completion (joint with Chen-Liedtke) of the remaining cases of the conjecture that a projective K3 surface contains infinitely many rational curves. As a consequence of this along with the Bogomolov-Miyaoka-Yau inequality and the deformation theory of stable maps, I will explain (joint with Chen) how in characteristic zero one can deduce the existence of infinitely many curves of any geometric genus moving with maximal variation in moduli on a K3 surface. In particular this leads to an algebraic proof of a theorem of Kobayashi on vanishing of global symmetric differentials and applications to 0-cycles.
活動網址：http://www.ncts.ntu.edu.tw/events_1_detail.php?nid=1757
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From：NCTS
日期：2020/10/09, Zoom, Online seminar
類別：演講公告
主旨：Counting Richelot Isogenies of Superspecial Curves of Genus 2
內容：Recently, supersingular elliptic curve isogeny cryptography has been extended to the genus-2 case by using superspecial curves of genus 2 and their Richelot isogeny graphs. In view of this situation, we examine the structure of Richelot isogenies of superspecial curves of genus 2, and give a characterization of decomposed Richelot isogenies. We also give a concrete formula of the number of such decomposed Richelot isogenies up to isomorphism between superspecial principally polarized abelian surfaces. This is a joint work with Katsuyuki Takashima (Mitsubishi Electic Co.).
活動網址：http://www.ncts.ntu.edu.tw/events_1_detail.php?nid=1758
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From：國立中興大學應用數學系< Email住址會使用灌水程式保護機制。你需要啟動Javascript才能觀看它>
日期：收件截止日為109/11/08，隨到隨審
類別：工作機會
主旨：國立中興大學應用數學系誠徵專任助理教授以上2名
詳細資訊：http://www.amath.nchu.edu.tw/
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From：國立臺北商業大學財經學院<Email住址會使用灌水程式保護機制。你需要啟動Javascript才能觀看它>
日期：自2020/09/17至2020/10/30止
類別：工作機會
主旨：國立臺北商業大學財經學院徵聘專案教師
詳細資訊：https://cob.ntub.edu.tw/p/406-1016-79787,r247.php?Lang=zh-tw
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From：王偉仲<Email住址會使用灌水程式保護機制。你需要啟動Javascript才能觀看它>
類別：工作機會
主旨：Advanced Algorithm Developer at TSMC
內容：The candidate will have responsibility to develop & implement synergetic Image/GDS/Simulation co-processing algorithms, as well as to sustain production line - with continuous improvement of yield and productivity of advanced technology nodes.
Requirements:
(1) Master or Ph.D. degree in EE, CS, Physics, Applied Math or related engineering fields.
(2) Demonstrable > 2+ year hands-on experiences in advanced algorithm code development:
Expertise in Matlab, Python, Linux, Optimization, Machine Learning & EDA/GDS SW are must;
C++ & Optics Simulation experiences are plus.
(3) Good problem solving ability and creative thinking
(4) Positive & Can-Do working attitude with strong ambition to accept challenges
(5) Fluent English communication
Location：Hsinchu
Contact Window：Alice Chuang <Email住址會使用灌水程式保護機制。你需要啟動Javascript才能觀看它>
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From：王偉仲<Email住址會使用灌水程式保護機制。你需要啟動Javascript才能觀看它>
日期：2020/11/21起
類別：其他
主旨：力成科技教育基金會【2020AI人才訓練營】
內容：力成科技體認人工智慧是未來產業發展趨勢，為普及AI基礎知識並培養AI人才，力成科技教育基金會於11/21起與人工智慧科技基金會合作開辦【2020AI人才訓練營】，合計4天共5堂AI概念課程。
活動時間 : 2020/11/21(六)9:00-16:00、2020/11/28(六)9:00-12:00、2020/12/05(六)9:00-12:00、2020/12/12(六)9:00-17:00
報名費用 : 全程免費
上課地點 : 力成科技總部第三廠區(3D)
地址：新竹縣湖口鄉新竹工業區大同路15號(新豐火車站步行三分鐘)
任何課程相關問題請洽力成科技：(03)5980300#338636 陳瑩娜/Chole、#338619 李怡萱/Annie
活動網址：https://infonews.nctu.edu.tw/files/20200900052/AI人才培訓營-招生海報.jpg
