2024-3-1
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2024年2月28日上午,北京邮电大学乔建永教授应国家数学与交叉科学中心邀请做客综合论坛,并做了题为“深地工程中的花瓣定理和地压峰值点极限定理”的学术报告。此次报告系统介绍了深地工程中的花瓣定理和地压峰值点极限定理。
报告中乔建永教授紧紧围绕深地工程中面临的前沿科技难题,阐述了从技术科学研究到数学成果研发和落地应用的科研实践。他带领中俄课题组,在郯庐断裂带和昆仑断裂带交汇的复杂地质区域进行了长达4年的连续工程地质勘察,将基础数学中的动力系统结构稳定性理论引入深地工程,首次构建了矿井复杂地质动力系统方法。应用复动力系统和复分析理论,证明了隧道成灾的花瓣定理和地压峰值点极限定理。凭借这两个数学定理,神奇般地发现了工程现场凭经验和仪器设备无法感知的地应力演化规律。以此为理论基础研发的专利技术有效推动了深地工程一线技术的原理性变革,被应用企业评价为:通过数学创新,解决了中外所有矿区面临的公认难题。
乔建永,教授,北京邮电大学数学与信息网络教育部重点实验室主任 ,深部岩土力学与地下工程国家重点实验室(北京)特聘教授,深圳国家应用数学中心管理委员会副主任委员。长期从事基础数学(复分析和复动力系统),数学采矿地质,通信工程中的数学问题研究。先后解决了菲尔茨奖得主McMullen,值分布论创始人Nevanlinna和德国数学家Steinmetz在复动力系统和值分布论方面留下的三个公开问题。应用动力系统分叉理论研究网络传输的信息拥塞控制问题,获得网络基于延时的锯齿波分叉判定公式。在数学采矿地质方面,首创了“矿井复杂地质动力系统方法”。有关成果获教育部自然科学一等奖,被中国工业与应用数学学会认定为“CSIAM应用数学落地成果”,获国际地质灾害与减灾协会ICGdR科学成就奖。