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co-
co-, prefix of Latin origin. In Latin the preposition com- (which as a separate word was written in classical L. cum) was shortened to co- before vowels and h, also before gn-, e.g. coalescere, coercēre, coortus cohærēre, cognātus. Partly from the greater syllabic distinctness of this form of the pr... Oxford English Dictionary
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What Is a - CO- by US Chamber of Commerce
The very first chamber of commerce was established in France in 1599. The U.S. Chamber of Commerce was later established in 1912. Today, chambers of commerce exist all over the world and are incredibly diverse organizations. According to the International Chamber of Commerce (ICC), most chambers follow two primary models: private law and public ...
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co-
co-pref 前缀 (used fairly widely with adjs, advs, ns and vs 可与许多形容词、 副词、 名词、 动词结合) together; jointly 共同; 一起; 联合: co-produced co-operatively * co-driver * co-star. 牛津英汉双解词典
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(Co-)fibrations in Top and CGWH Suppose that you have a map $i: A\rightarrow X$ between CGWH (compactly generated weakly Hausdorff) spaces. It is true that if it is a cofibration in CGWH (the category of CGWH spaces),...
A map $i: A\to X$ is a cofibration in Top iff the canonical map $l: M_i\to X\times I$ has a retract iff $Z=X\times \\{0\\}\cup i(A)\times I$ is a retract of $X\times I$. Knowing that a map is cofibration in CGWH is enough to conlude that $l$ has a retract, because the pushout of a diagram in which a...
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How many "co-" topologies are out there? So far I have learned about $\tau_{co-finite}$ and $\tau_{co-countable}$ Are there any other co-related topologies like...$\tau_{co-infinite}$? In general, what is the condit...
If $\mathcal{C}$ is any collection of subsets of a set $X$, you could try to define a "co-$\mathcal{C}$" topology on $X$ whose open sets are exactly the
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CO- in Simplified Chinese - Cambridge Dictionary
CO- translate: 一起，共同, 商业, 公司（company的缩写）, 地区, 郡，县（用于地名，county的缩写）, 指挥官；司令（Commanding Office的缩写）…. Learn more in the Cambridge English-Chinese simplified Dictionary.
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Does $\mathbb R P^n$ retract to $\mathbb R P^k$? I was trying to prove that no such retraction exists. For $k$ odd this follows directly from the (co-)homology groups of these spaces. However, for $k$ even I have no...
This is true as long as $0k$, then there is no injective homomorphism of graded rings $\mathbb{Z}/2[x]/(x^{k+1})\to \mathbb{Z}/2[x]/(x^{n+1})$ (since $x$ must map to an element $y$ such that $y^{k+1}=0$, and the only such element in degree $1$ is $y=0$). (I assume you are interested only in the case...
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The prefix "co-", how to understand its meaning when it ... - HiNative
Feb 19, 2023更新于 2023年2月19日 you_wu. 大约 3 小时
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.co
co. هو نطاق إنترنت من صِنف مستوى النطاقات العُليا في ترميز الدول والمناطق، للمواقع التي تنتمي لكولومبيا. wikipedia.org
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The cerebrum is a part of brain which co-刷刷题APP
刷刷题APP(shuashuati.com)是专业的大学生刷题搜题拍题答疑工具，刷刷题提供The cerebrum is a part of brain which controls （） A．the mind B ...
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Almost every family buys at least one co-刷刷题APP
刷刷题为你提供Almost every family buys at least one copy of a newspaper every day．Some people subscribe (订阅) to as many as two or three newspapers．But why do people read newspapers?
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(PDF) Effects of low-dose 60 Co-γ radiation on the ... - ResearchGate
Apr 20, 2023Effects of low-dose 60 Co-γ radiation on the emergence longevity phototactic behavior and sex pheromone titer in Helicoverpa armigera Lepidoptera Noctuidae adults
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(8694) 1993 CO
1993 سي أو (ويعرف أيضًا باسم (8694) 1993 سي أو وفق تسمية الكوكب الصغير) هو كويكب ضمن حزام الكويكبات؛ وترتيبه 8694 من حيث الاكتشاف. اكتُشف هذا الجُرم الفلكي بواسطة هيروشي كانيدا في 10 فبراير 1993. انظر أيضًا قائمة الكواكب الصغيرة مراجع وصلات خارجية أجرام فلكية اكتشفت في 1993 اكتشافات سيجي أويدا اكتشا... wikipedia.org
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听力原文： The second Monday of January is Co-刷刷题APP
听力原文： The second Monday of January is Coming-of-Age Day, a national holiday to encourage those who have newly entered adulthood to become self-reliant members of society．The holiday used to be on January 15, but in 2000 it was moved to the second Monday of the month.
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Almost every family buys at least one co-刷刷题APP
Almost every family buys at least one copy of a newspaper every day. Some people subscribe (订阅) to as many as two or three newspapers. But why do people read newspapers Five h
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