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intersection theorem中文是什么意思
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- 中文翻译
- 造句
- 相交定理
- intersection n. 1.横断，横切；交叉，相交。 2.【数学】交集。 ...
- theorem n. 1.(能证明的)一般原理，公理，定律，法则。 2. ...
- intersection n. 1.横断，横切；交叉，相交。 2.【数学】交集。 3.交点，交叉线，十字路口。 4.逻辑乘法。
- intersection of 并，合集; 交，通集; 通集
- s theorem 贝叶斯定理
- theorem n. 1.(能证明的)一般原理，公理，定律，法则。 2.【数学】定理。 -matic , -matical adj.,-ically adv.
- acute□intersection 锐角交会
- angle of intersection 交叉角; 相交角；交角
- apparent intersection 视图上的交点
- at grade intersection 平面交叉
- at-grade intersection 平面交叉
- bearing intersection 方位相交法
- boundary intersection 晶界相交
- capacity of intersection 交叉口通行能力; 口通行能力
- channelized intersection 槽化交叉; 槽化式交叉；槽化路口; 渠化交通的交叉口
- cloverleaf intersection 立交桥; 立体交叉桥; 四叶式立体交叉; 四叶形立体交叉
- complete intersection 完全交叉
- complex intersection 复合适交叉路口
- compound intersection 复式交叉
- condition of intersection 交线条件
- consecutive intersection 连续断面
- conventional intersection 习用交线
- core intersection 岩心断面；产油层；油层厚度; 岩心显示的矿层厚度
- csg intersection csg交集
- cup;intersection of 并，合集
- A nonempty intersection theorem in general topological spaces and its applications
一般拓扑空间中的一个非空交定理及其应用 - At first , we introduce a class of generalized s - r - kkm type mapping in g - convex space , and establish generalized s - r - kkm type nonempty intersection theorem under the noncompact setting of g - convex space . as for application , some new minimax inequalities , saddle point theorem and existence theorem of maximal elements are proved in g - convex spaces ; second , by using the generalized r - kkm mapping and generalized r - kkm theorems in [ 13 ] , some new existence theorem of maximal elements , existence theorem of equilibrium point for the abstract generalized vector equilibrium problem and existence theorem of solutions for equilibrium problem with lower and upper bounds are obtained in topological spaces
首先，我们在g -凸空间内引入了广义s - r - kkm型映像，并在非紧设置下建立了一类新的广义s - r - kkm型非空交定理，作为应用，证明了g -凸空间内一些新的极大极小不等式、鞍点定理和极大元存在定理；其次，利用文[ 13 ]中引入的广义r - kkm映像和广义r - kkm定理，在拓扑空间上得到了一些新的极大元存在定理、抽象广义矢量平衡问题平衡点的存在定理和有上下界的平衡问题解的存在性定理。
In projective geometry, an intersection theorem or incidence theorem is an incidence structure consisting of points, lines, and possibly higher-dimensional objects and their incidences, together with a pair of nonincident objects A and B (for instance, a point and a line). The "theorem" states that, whenever a set of objects satisfies the incidences (i.
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Last modified time:Mon, 11 Aug 2025 00:29:56 GMT
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