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particularity

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particularity
particularity (pətɪkjʊˈlærɪtɪ) [a. F. particularité, ad. late L. particulāritāt-em (Cassiodorus, Boethius), f. particulār-is particular: see -ity.] The quality of being particular; something that is particular. 1. a. The quality of being particular as opposed to general or universal; the fact of bei... Oxford English Dictionary
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PARTICULARITY Definition & Usage Examples | Dictionary.com
Particularity definition: . See examples of PARTICULARITY used in a sentence.
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Particularity Definition & Meaning - Merriam-Webster
The meaning of PARTICULARITY is a minute detail : particular. How to use particularity in a sentence.
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Unicity (philosophy)
of unicity explains that each event, each living being, each object, each person or each circumstance has the characteristic of its uniqueness, of its particularity wikipedia.org
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particularity
particularity/pəˌtɪkjuˈlærətɪ; pɚˌtɪkjə`lærətɪ/ n[U](a) quality of being individual or particular(1) 个别的特性; 个性.(b) attention to detail; exactness 仔细; 精细; 详细; 精确. 牛津英汉双解词典
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Particularity vs Particular - What's the difference? | WikiDiff
Particular is a derived term of particularity. As nouns the difference between particularity and particular is that particularity is the condition of being particular; attention to detail; fastidiousness while particular is a small individual part of something larger; a detail, a point. As an adjective particular is pertaining only to a part of something; partial.
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Generality
Ancien Régime in France and other Western European countries to indicate a specific territory under direct rule of central government (as opposed to a "particularity wikipedia.org
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The autoregressive model is a particularity of class general ARIMA? I'm social science student and recently started studyng time series. My question is if the autoregressive model is a particularity of class general ...
Yes, it is basically AR(P) = ARIMA(P, $0$, $0$)
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Villa del Salvador
It also has the particularity of extending in small parcels to the south occupying another jurisdiction, such as the San Martín Department. wikipedia.org
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problem in the demo of an equinumerosity I'm trying to understand the proof of a theorem about equinumerosity of 2 sets, but I am facing to a problem. Here is the summary of my issue: > Let $h$ be a bijective functio...
If we think about the set $E \setminus h(E)$, this is the set $\\{ x : x \in E \mbox{ and } x \not\in h(E) \\}$. So if we apply $h$ to this set, we see that for such an $x$, $h(x) \in h(E)$ (obviously), but we cannot have $h(x) \in h^{2}(x)$ (since $x$ was not in $h(E)$). This uses the fact that $h$...
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Dredge turning gland
Features The dredge turning gland has a special particularity. Due to this particularity the dredge turning gland enable the dredge drag head to follow the sea bottom without losing vacuum The dredge turning gland’ wikipedia.org
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Stuck solving an ODE(IVP) with separation of variables I am trying to solve an IVP which has a particularity of having several variables which should be found with a set of conditions, which is: $y'(t)=k y(t)(P-y(t))...
$$\frac1k\int \frac1{y(P-y)}\, dy = t+c$$ $$\frac1k\int \frac1{Py}+\frac1{P(P-y)}\, dy = t+c$$ $$\frac1{Pk}\int \frac1{y}+\frac1{(P-y)}\, dy = t+c$$ $$\frac1{kP }\left( \ln y-\ln (P-y)\right)=t+c$$ $$\frac{y}{P-y}= A\exp\left(kPt \right)$$ I think you made a mistake when you take exponential. Note t...
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Particularity of Galois-Extensions Let $L/K$ be a Galois-Extension and $G=Aut_K(L)$ its Galois-Group. My book ("Algebra" by Siegfried Bosch) states that, "An important property of Galois-Extensions $L/K$ is manifest...
> I can only imagine that there are no other elements fixed under G, because otherwise it would not make sense. Yes, exactly: the field fixed by $G$ will be bigger if the extension is not Galois. For instance, let $L = \mathbb{Q}(\sqrt[3]{2})$ and consider the non-Galois extension $L/\mathbb{Q}$. Th...
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(PDF) Parameters Optimization Design for MMC-Based EV ... - ResearchGate
Modular multilevel converter (MMC) is a possible solution for integrating an EV fleet into smart grid. However, due to the particularity of the electric vehicle energy storage system, if the main ...
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First order logic - each vertex of graph lies on some cycle We consider only undirected graphs. I would like to show that there exists sentence $\phi$ in FOL such that $G\models \phi$ if only and only each vertex of...
This isn't true, by a compactness argument. Suppose that $\varphi$ be a sentence of first-order logic such that for every finite graph $G,$ $G\models\varphi$ iff every vertex of $G$ lies on some cycle. We'll show that this can't be true also for every infinite graph. Expand your language by adding a...
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