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k-Hessian方程和方程组的可解性研究
关注'%3e%3cg%3e%3cpath%20d='M18,16L13,16L10,19L7,16L2,16L2,3L18,3L18,16ZM12.3787,14.5L10,16.878700000000002L7.62132,14.5L3.5,14.5L3.5,4.5L16.5,4.5L16.5,14.5L12.3787,14.5Z'%20fill-rule='evenodd'%20fill='%23FFFFFF'%20fill-opacity='1'/%3e%3c/g%3e%3cg%3e%3cg%3e%3cellipse%20cx='6'%20cy='9.5'%20rx='1'%20ry='1'%20fill='%23FFFFFF'%20fill-opacity='1'/%3e%3c/g%3e%3cg%3e%3cellipse%20cx='10'%20cy='9.5'%20rx='1'%20ry='1'%20fill='%23FFFFFF'%20fill-opacity='1'/%3e%3c/g%3e%3cg%3e%3cellipse%20cx='14'%20cy='9.5'%20rx='1'%20ry='1'%20fill='%23FFFFFF'%20fill-opacity='1'/%3e%3c/g%3e%3c/g%3e%3c/g%3e%3c/svg%3e)
联系合作 成果单位： 北京信息科技大学
合作方式： 面议
所处阶段： 其他
关键词： k-Hessian方程Monge-Ampère方程椭圆方程组上下解方法Karamata理论拓扑度方法特征值理论单调迭代技术欧拉折线法
总得分（满分100）
0
资本强度（满分0）
该成果得分：0
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成果公开日期
所属产业领域
转化现有基础
转化合作需求
转化意向范围
转化预期效益
项目名称
项目课题来源
摘要
试试对话AI技术经理
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问小果
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