It is the cartesian product between the specified tables 它是指定表的笛卡爾積。
Isoperimetric number of a kind of cartesian product graph 一類笛卡爾乘積圖的等周數(shù)
The geodetic numbers of cartesian products of graphs 圖的笛卡兒積的測地數(shù)
Cross joins are also called cartesian products 交叉聯(lián)接也稱作笛卡爾積。
Cartesian product and correlation of interval valued intuitionistic fuzzy sets 區(qū)間值直觀模糊集的直積與相關(guān)性
A join is a cartesian product of two row sets , with the join predicate applied as a filter to the result 一個連接是兩個行集的笛卡爾乘積,謂詞連接作為一個過濾結(jié)果應(yīng)用。
In this article we construct extended fuzzy measure on fuzzy intervals , fuzzy numbers and cartesian product of fuzzy intervals and derive fuzzy measure space 摘要本論文建構(gòu)在模糊區(qū)間,模糊數(shù)和模糊區(qū)間的卡氏積上的擴(kuò)張模糊測度并推導(dǎo)出模糊測度空間。
The result of the list comprehension is a new list which is the result of applying the generator to the subset of the cartesian product of the source lists elements that satisfy the filter 列表推導(dǎo)的結(jié)果是將生成器應(yīng)用于滿足過濾器的源列表成員的笛卡爾乘積的子集后得到的新列表。
Include : direct sum code , cartesian product co de , tensor product code , extend hamming code ; and 7 - th part , we summarize the total paper , and put forward some problem which should be solved in perhaps development direction in the future . in the paper , main results gather in the 3 - rd , 4 - th , 5 - th , 6 - th part 第七章對全章作了一個總結(jié),并對未來可能的發(fā)展方向提出了一些有待研究的問題。本文的主要結(jié)果集中在第三章、第四章、第五章、第六章。
The cartesian closed properties of some distributive domains are obtained , such as the categories of distributive meet - continuous semi - lattices , distributive continuous complete semi - lattices , distributive algebraic complete semi - lattices ( distributive scott domains ) . generally , we have that the categorical products are cartesian products and the exponential objects are in fact the function spaces of stable functions under stable orders in any full subcategory of slp 得到了以穩(wěn)定映射為態(tài)射的完備半格范疇、連續(xù)完備半格范疇、代數(shù)完備半格范疇都不是笛卡爾閉的,而以分配的交連續(xù)完備半格、分配的cos 、分配的scottdomain等為對象的slp的滿子范疇是笛卡爾閉的
百科解釋
In mathematics, a Cartesian product is a mathematical operation which returns a set (or product set) from multiple sets. The Cartesian product is the result of crossing members of each set with one another.