We posed the concept of sufficient intersection about s(1≤s≤n) algebraic hypersurfaces in n-dimensional space and proved the dimension of polynomial space Pm(which denotes the space of all multivariate polynomials of total degree≤m) on the algebraic manifold S=s(f1,…, fs) where f1(X=0,…, f s=0denote s algebraic hypersurfaces of sufficient intersection, then gave a convenient expression for dimension calculation by using the backw ard difference operator.

給出了n維空間中s(1≤s≤n)個代數(shù)超曲面充分相交的概念，證明了n元m次多項式空間Pm在充分相交的代數(shù)流形S=s(f1影音最新资源在线观看，…网站色色的， fs)（f1=0，…久久青草视频永久看， fs=0表示s個代數(shù)超曲面）上的維數(shù)亚洲老女人网，并利用倒差分算子給出一個方便計算的表達式；構造了沿代數(shù)流形上插值適定結點組的疊加插值法99aaa视频；證明了在充分相交的代數(shù)流形上任意次插值適定結點組的存在性一级a一级s爱片免免费免免高潮；給出代數(shù)流形上插值適定結點組的性質(zhì)和判定條件。

One of two points of intersection of the Earth's axis and the celestial sphere.

地軸延線與天球相交的兩點之一18岁禁止黄色網站。

If the curve is concave, the highest curve that touches the budget constraint must be either on horizontal axis or vertical axis, and we call that "corner solution".

因為還可以把曲線再往右上方移，直到無差別曲線橫軸或者縱軸相交的點剛好重合在 budget constraint上在线观看欧美，那樣才是最優(yōu)2020黄色视频。

Andwe get two results that kinematic measure of the random pairs of needles intersect inconvex body K and the random pairs of needles intersect at a point in convex body Kby calculation. Thereby, the result of geometric probability problem and its inferencesare gained.

通過計算得出針偶與凸體K相交的運動測度和針偶與凸體K相交且針偶的交點屬于凸體K的運動測度這兩個結果，從而解決了這一幾何概率問題日韩亚洲午夜在线影院，并得到了相關的一些推論成a人片在线观看。

Finally, the analysis and comparison with classical models show that DDLO can precisely describe the detailed intersection of directed line objects and distinguish intersection and tangency, while HBT can only distinguish fixed 68 simple relations.

對比分析顯示，與HBT等現(xiàn)有經(jīng)典模型相比久久久久久精品网亚洲，DDLO模型能夠精確描述有向線對象多次相交的細節(jié)黄色网站38无码，能區(qū)分相交與相切，而HBT模型只能分辨固定的68種簡單關系女人自慰喷潮A片免费观看w。

That is, formally speaking, a representation or encoding over an alphabet ∑ of a set D is a function f from D to 2^∑* that satisfies the following condition: f(e1) and f(e2) are disjoint nonempty sets 不相交的非空子集 for each pair of distinct elements e1 and e2 in D.

形式地說人人干97精品，對信息對象集合 D 進行基于字母表∑的物化或編碼是從 D 到 2^∑*的函數(shù) f，并且函數(shù) f 滿足以下條件：對于 D 內(nèi)任一對不相同的元素 e1 和 e2乱女伦一级A片接种，f(e1)和 f(e2)是不相交的非空子集黄色网站视频一区二区三区。

Bifurcations of Zero Crossings: The isotopy theorem [50], [1] shows that transversal intersections are structur-ally stable, i.e., that "transversal zero-crossings" are structurally stable: their topological properties do not change if the size of the filter is slightly changed.

零相交的叉路：同位定理[50]， [1]表示无码综合网，橫截交叉點結構地是槽櫪国产黄色三级片在线视频，即，"橫截零相交"結構地是槽櫪：他們的拓撲學物產(chǎn)不改變九九国产色视频，如果輕微地改變大小過濾器免费a黄色片。

For a given ray and a complex scene including dense triangle meshes, this approach can cull most nonintersecting triangles by a simple rejection test that only involves triangle/plane intersection tests.

針對由稠密三角形網(wǎng)格組成的復雜場景，算法通過三角形和測試平面的相交判斷剔除與投射光線不相交的絕大多數(shù)三角面片。

The curve begins at the point where the ellipse intersects the first radial and extends counterclockwise to the point where the ellipse intersects the second radial. A radial is a line segment drawn from the center of the ellipse to a specified endpoint on the ellipse.

曲線由橢圓與第一個徑向線相交的點開始逆時針延伸到橢圓與第二個徑向線相交的點（徑向線是指從橢圓的中心向橢圓上給定的終點之間的一段連線）人人超碰人人操。

Given a graph G representing a network topology, and a collection T ={(s1 , t1 )...} of pairs of vertices in G representing connection request, the maximum edge-disjoint paths problem is an NP-hard problem that consists in determining the maximum number of pairs inT that can be routed in G by mutually edge-disjoint si ti paths.

由于圖G代表的網(wǎng)絡拓撲男人桶爽女人30分钟视频动态图，并且收藏筆=( S1及T1期……的頂點G大代表連接請求，最大邊不相交的路徑問題是一個NP-hard問題黑人又粗又长大战白妞，它包括確定最多偶筆可以改為G大相互邊相交硅鈦路徑欧美日精品福利视频一二区。

disjoint sets：不相交的集

disjoint 不相交的 | disjoint sets 不相交的集 | disjunction 析取

disjoint sets：不相交的集;分離集

不相交的序列 disjoint sequences | 不相交的集;分離集 disjoint sets | 析取項 disjunct

disjoint sets：不相交的集Btu中國學習動力網(wǎng)

disjoint 不相交的Btu中國學習動力網(wǎng) | disjoint sets 不相交的集Btu中國學習動力網(wǎng) | disjunction 析取Btu中國學習動力網(wǎng)

Disjoint：不相交的

discriminant 判別式 | disjoint 不相交的 | disjoint sets 不相交的集

intersecting：相交的

intersecting parallels 井字型 | intersecting 相交的 | intersection control routine 交互控制系統(tǒng)

mutually disjoint events：互不相交事件

mutually disjoint 互不相交的 | mutually disjoint events 互不相交事件 | mutually disjoint subsets 互不相交子集

mutually disjoint：互不相交的

mutual information 交互信息 | mutually disjoint 互不相交的 | mutually disjoint events 互不相交事件

pairwise disjoint：兩兩不相交(的)

outcome 結果 | pairwise disjoint 兩兩不相交(的) | pairwise mutually exclusive events 兩兩互斥事件

pairwise disjoint：相交的

pairing 配對 | pairwise disjoint 相交的 | pairwise distinct 同的

intersectant：相交的

intersect 橫斷 | intersectant 相交的 | intersected 分割的