12月20日上午,“数学及其应用”教育部重点实验室在北京国际数学研究中心甲乙丙楼报告厅召开2014年年会,共有一百多人参加到场参会。重点实验室主任、威廉希尔常务副经理张平文教授主持开幕,威廉希尔经理田刚院士致开幕辞。
上午,福州师范大学王长平教授、北京应用物理与计算数学研究所江松研究员做了精彩的学术讲座,英国威廉希尔公司青年学者刘若川、李铁军、郑浩、关启安、郭紫华、葛颢、席瑞斌、张磊、胡俊分别在年会上汇报了自己的学术成果(会议议程见http://portal.math.pku.edu.cn/htdocs/constpage.php?filepath=conference/KLMAM2014.xml)
![](data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAC1ARoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDASAelTLAKYrmpVJNMgcIAO9OEP+0fzpBmlyaAHAFOQxzT/tM4HEzj6HFRc03mgLlgX10P+XqYfRzR/aN72vLj/v4ar4owaAuyyNSvh0vJ/wDv4ad/at+P+XyX8Wqpto20g5mW/wC178f8vUn50DWtQH/Ly5/Gqe2k2miwczLh1zUB/wAvL/nSjX9QH/Lw5+pqjtpNtAczL/8AwkGof8/DUf8ACQ6h/wA9zWftpNtAc7NEeItR/wCe5/IUf8JHqH/Pb/x0VnbaNtAc77mj/wAJHqHP7wflTf8AhI9Q/wCew/75FZ+2k20WDnfc0h4jv+7g/hSf8JHff3x+VZ22kxQHPLuX/wDhIb/P+t49MCj/AISC+/56VQxSYpBzvuXzr97/AM9Kaddvf+epqjijFAc77l3+3LzP3yR6Zpra3dn+Mj6E1TxRigXO+5cGtXXGSD9aadXuj/GR9KqbaMUBzvuWP7Suv+erfnTTqN0Qf3rfnUOKQrQHM+5KdRuh/wAtDUT6jdHP7zr7UhFRstAczGNe3IGPMNQ/aZ/+ehp7rUW2gd2a6Lip1FNValUVQCgcUAUtKF/GgBpFJin4PejFAhmKXFOxRigBmKMU6gigBuKTFOooEMK0m2pDRigCPbSbalxSYpCI9tJtqXFJigCPbSYqQgUhFAEeKaRUpFNIoAjIoxTsUYoAZiginUYpAMxRin4pMUCGYoxT8UmKAGYoxTyKQigCM01hUtMIoArutR7asOKixQUayCpgOKagqUVRQ0UoopQKACk707FIRQAlJTsUYoENopcUuKAG0mKcRRigQ3FAGadimySLDE0khCooyTQAuKzrzW7Sz3jd5jr/AAp/jWRf6xPekrHmKAdQDy31rKkhZnBA4duOKVzRQ7mpJ4rlOfLgQc8ZPSof+Emvd5OIcf3dtV10mTGTzxkj0p0WkzzfLFAzknsKnmRap+RKPEt8py4hI9NtbGl6xHqIKMuyTHTPWsufwrdKnyklwMsB0+lZtvLJpd+vmIUkQ8gjtQpp7BOk4rVHcYppFKp3IGHQjNBFUc4w0YpSKKBDTRS4oxSAbRilpcUANxRinYoxSEMxSEVJtppFAEeKaRUhFMamMicVHipGNMoGa6ipBzTFqQVRYlKKMUooAKKWigBKDS0hoEJRS4ooAbRS0YoEFYfia5aOKKHOFfkj1rdrlvESLJeu/IZFC8/0pMqK1MhXMiqBwAegrW8PafHfX5jlb5RzjPeqGloBOWboK67QtIcOt0gx82T75rGpOyOylT5nc6ODQ7SOPb5KsO5arUdrDEuI41UDsBUyMPLzzx2pkkzR8lFOfQ1xpNnoXUSvJapMCMc+1cZ4x0dXt2uEX99Fzkdx3ruoSZH3FdvPY5yKy9cjkmDRwQCRSpDMTjFXFOMrkztKNjm9NuFuNOgdCPugH2Iq0aytCjaCCaJgRskIwa1a7lqeJJWdhDSU6kpkjaDS0GkIbinYpMU4CgQmKXFOApdtIQzFIRUmKRhSArscVC7U+VueKhNUUhp5pMU402mUbK08Ugp4plDacKKUUAFGKWigBKSnYooENoxS0UANop1JQAlc1rCM2psDnDYI966aqGoIkc1rdOPlhlVn/wB3PNJ7Dh8RjJol5YWwuprWVYy3JK42+ldp4fneexXYoCrwGYdfwroLqOK8sxEqK8bjk9ivrWbYwJap5UYwqniuGpO6PYp0uR6MsSW87oR55GeyLjH41Vv4buW0ZLeVInyMEIOPzrYgAPam6kRDECpDOwwB71EWzVxRlWtpOLIR5Ky4+aQdc1Uu7e6ktWWGXy5gw3MOo9RjvmtBXmtkUrEJXHLFnI/IVBDqAuNUdXjEasuFHqapXJcVYwP+PdJYLl08xiGQHg5zzimVb1+yT+1IJhj5VOQaq4rspu8bnkYhcs2hDSU4001ZziUUUUgACnqKaKlUUmIAKULTwmakVKlsCIJUc/yoauCOql/8q49aSeoGcxyTTaU0laFDTSU402gZtrT8U1afVFDaVaTNOWgAxS0UUAFJiloNACUUUUCEIpKdSYoASoriITQvGwyGGKmNI1IQvhPXI1i/srUpRHLEdsLtxuX0J9a34ijbipyM8GvPdas5UvI7mAEksOn97PFdypkh2+YuGI+YejdxXHWhZ3PVwtbmVn0Na2IHen3cQZRIe3aqEd1tqZbwNjKkj6VinY69GUby2urgh2k2RAcImc/iayBaTRXizMWZM85GMfSuplu7YKWZsHHSud1nVLe1tmfdzjpWibehEmkU9RuPNvljzkqmahAqhpkkl2013IMeYcKPQCtEV1wjyqx41efPNtDTTSKeaaasxG0lOpKQCqKsItQqcVOrVLAmVaeoAqEPS+ZUWC5YyKzNROXFWzJVG8bLU4rUVynikIpaQmtShpFNxSk0maBm2tPpi07vTKClXrSUq0ALilpKKAHUlFJQIBS0ClxQAmKMUuKjmuIbZczSKn1PP5UAPxTW4GTwPWsm51/taxD/AHn/AMKzZ725ugRNMxU/wjgUWHysutqaz6zaRpzAk6Fj/eww/SvT9RsAJDIRmOU5z6N6V4yAVk3LwR0r3Pw/fRa14etbiRQyzRhZF9GHBqKsOZWOmhPkZgvZsnTB+tIUdR8q1t3lmbBgGy8LfckPb2NVmjABIrgacXZnpRkpK6MC6kmHBTn3rkfElvI9nHdszMgnMbKOB0z/AI1280W+Y7vzNUfF9glv4CVgoDG5Eh9eTitqPxGFf4TkbXWLNYlQq8QUYxjIq9HqVnJ0uE/HiuUA9OoqTYNmc5NdljzORHXB0f7jo30YGkIrlFg7/dqeO5u4cCOd8eh5H60WFyHREYpKzLXVpDIEuQu08bgMY+tahpENWAGpAaip4NSSSbqN1MzRmlYQ5mwKpTPuarRPFVJB81NDRGaaacaaaZQ003NKabTGbqU6mKaeKZQGlU000q9aAHUUUUCFopKM0AKKo3GtWsBKqTKw6hOg/GpNSkMWnylepG3865kx7PmA4/i+lNK40rl251m6uMhCYk7BOv4mqZ3O2XyzepNP8vtzS7OtVYsiI9qFAHGOtSbcA4oQDv0oAaFA6c13Pw612O1uG0q5faJ23QEnjd/d/GuJIw3y/nTJcou5SdyncCO1JrQadnc98unkeDyVUEE85GeKp3OlKbZ5LYlCozsbofXFcz4P8bDUki0/UplS74WOduko9D/tfzr0SNQkRRgCQPTg1lKKa1N1UcdUYlrpUMTDaqn1ZuSaxPiWIrPwZcdC88kca5+uf6V1kUZYhj0zXnHxW1VLm7tdKjOVt/3soHZjwB+X86pJLYU5N7nmxUqykj7wzVyOBGQN/kVFMA9tHIv8J25qxAcx5q0Ykcy+Ww64NSWzqkyhh9/gH0NMn/1ijtRJFmMqeM9/ShgixPCCxPTIwat6XcGa12OcyRHafXHas+K/R4/LmOJ1+Ur/AHvQioLa6NtfLIOFc4Ye1QKaujo6XNIaSkYDs0ZptGaQgZuKrueambkVAw5pjQ000040hoGRmkpxptMZsqafuqJTwKeDTKHE0qnmmHrSqeaBEhNGabmloAXNGaTNFAGfrbuLWNUH3n5/CsxIi0LZIOetaerEN5K5OQSSBVKNV2AVUS1sNs4DcovGSPlNakeivI2NvNR+Hos300RbAyHH412Vlbo1wVz0obKRyk+gSLGSBWZNpksZJ29K9QmsEMJ6VlSaajOaVwscAbZ8cjGKjeIlCMY4712s+iLHIcLx2xUEmhiRM7cUXA4G3JyUbPynrXd+HfiLf6XGlvqKteWw4BJxIo+vf8a5S9082WtCFhhZR8pNPazdCRhiPYUmUj1DUviPpkejF9LLy3jjasboV8s/3m/+tXlN9cS3Nw8s0jSTSksztyST3qX54lOEO48YPQVEImV+QCT3pDEji32sqf3RkA1HbnCge9XreM7mDYwy461SUeXIw7ZqkSwn5nTJ6LVhlDQ+4qqxzcH2AqyH4570xGZdRJJyw5XofSmSqTI690OCP5Gp5x8zD2pl4hWQTjnK4YDuO9JoDpoH8y2jf1UU6svSdRjaJLZztYfcY9GFahqDCSsxM0maDTc0CFJqNxTs0jGgCI0hp5phoGMamZpz1HmmM2Q/Ap6nmoF4qRTzTGPNKvWmk0KeaAJaTNNzS0AOoFNqG7uRbRZz8zcCgNzPuvNlu5CMbVOM0mVjwvX3xShkkTO4sSegpynzJcKoAqka9CWwkMGswt0WRSD/ADFdRBdiK+A55rmptqahYqBz5mOPfiugurWSOZHUUMDfW+Byp6UzzlDg471mMJQgIHXvSiaTjNSM2CY5FI2854oiiU53YPPIrKFy/PNTRXpRgzfQ0AYXj6wNtFbX8KjMMgOcVaFnHd20c8a8OocH2Iq94mxqHhy6jPLBNw+orH8E6l9o0X7PISz2zbcf7J5H9aTKjuLNo42n5eRWZPphTBrsmG5RyBjg1l3UW9W+bBHYAVKZVjmVgaOZR71n3kLRXTAjBzXUjT2dh87EZzjA/wAKNd0kLJDOF4ZRmrTIaOMwTM7eh5qRjkfL39anSFf7XuICMZLAD6U+e02IevFUSZUvBOTUjPiDLckcCo7nKtimSnEAUfeY0xFRG2yGPoCcofT2rqtPuPtNmjE5YfKxPeucW3Wb5O47+lamlztBlJBhHbGf9r/69ZvQUldGuaaaQtSE0jEU0w0E00mgdhTTTSE00mgY16ipzmot1MZrK+RUqGqqNUytTGWM0DrUeacpoESUtMzS5oAcWCgljgDkk1i3V2t3KWj+ZRwtaF+R9ik3EAHisO3SDzcRbsk9R0poqKLcKSM3OAB1NSmfyyNo4HenLH5ecSNjHORmqUt+VJ/dsQOOMVRZJNLKl1FOzkxiRSp/unNejXfz20b47V5bd6nNND5Qj2pkMct6V6ZHIJdKiYnqoP6VLAuxIrWin2pv2MNim2pH2NanQrgGkUVHsB61Wnt3hTcp6dqk1fVGsXRUlRNw5DR7qz212SSIq00bD2hP+NTzBYulTNasv8LKcD+lcL4euzpmuvEeBITEfY54rq4tRkSPCynB5x5PT9aw59OtJLprg+f5rNvJVcc/nRzILHSSzuA2T154qt5zFsEHPvWbNqE7HPmzcekaiqj384P+suPxUUrlHTWsmcH8Oa15Y4rywiDDlG2mvPhqU4P+tuf0FTxa7dR5CzXODyRkf4U0xMxtRlMWtXEkfVZmI/OuhIS6shPFjDpu+ntWcv2WRy72jMzHJJxyfyq3FcxRR+XHBIq/3QeP5U+YVjm9QGJmA9AapNIuRuJBAxxXWmO0dstaZPvj/ComhslbP2MZ98f4UcwcpT0q2S+sJ5VVIIbcYZjyWOO5rJaS6VBLH/x77slWOA49hXVaRZjUbyW0jtj9nCiRkz+73Z4LevHati60KzQch5ZvVTj/APUKe5Njl4pjiMPnbIu6JyPvD39x3qbOauyaEYYniMTpFId6s/Ox/X6Hof8A61ZkUjMGWRdsiMVZT6ipInG2qJSaaTQTTSaCAJpjGlJqNjTAY5qPPvSu1RbqBmnGxqdDRRTGSA09TRRSEPzSO2yNmHUAmiigDElmeXLSMzEe/H5UyNd3zIxRvUUUVZoLDey+b5UhD89TTL5AsQI780UUdBlJjvQMRzXp2lt5mgwE/wDPMGiikBpxgLaIPbNKJOcYHGKKKRRzXieZlv0C8DbWz4O8Lxa7byXN3cyhFJXy0GMn1zRRWfUp7GRcwm2vZ7cOzCJymT3wagK7jyT+dFFIYvlgp3qpJEuaKKAK7QrjjtULwgjOaKKAGCAYyGNNI296KKYWFyAMEHI75qFpPlOM59zRRTJOj8MF/sbBG2+bIdxA544ro/MWzt2aONS3cnqTRRVkkPnyTK0jEFunIzXONp6WE06xMTFNJu8tgCqkrnI9OlFFJjRiLKWuZY8AbT1FKTRRSMXuMY1GxoopiIHNR5oooGf/2Q==)
张平文教授主持开幕式
![](data:image/png;base64,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)
田刚院士致开幕辞
![](data:image/png;base64,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)
王长平教授做大会报告
![](data:image/png;base64,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)
江松研究员做大会报告