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thereon
thereon, adv. formal or arch. (ðɛərˈɒn, ˈðɛərɒn) Forms: see there and on; also 3 þron, 4 þran. [OE. þǽron, f. þǽr, there 17 + on prep.] 1. Of position, lit. or fig.: On or upon that or it.971 Blickl. Hom. 71 His þeᵹnas..læddon him to þone eosol, & ᵹedydon þæt he þær on ᵹesittan mihte. c 1220 Bestiar...
Oxford English Dictionary
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THEREON | definition in the Cambridge English Dictionary
THEREON meaning: 1. on the thing that has been mentioned: 2. on the thing that has been mentioned: . Learn more.
dictionary.cambridge.org
Philippolis
for the benefit of the Townspeople
The property with the Dwelling-house thereon, 24 Tobie Muller Street
The property with the Dwelling-house thereon, The property, together with the Victorian House thereon, 7 Colin Fraser Street (Amended declared in 1990.
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S.C.I.F.I. World
The first marathon aired thereon was of The Incredible Hulk. The first marathon aired thereon was of Manimal.
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Soft: Interpretation of a periodic event on circle group Recently I've been exploring probability measures on topological groups, derived from the (essentially) unique Haar measure defined thereon. I had begun to fo...
Note that the Haar measure on $S^1$ is just normalised Lebesgue measure, and this is the quintessential setting of Fourier analysis on compact Abelian groups. A million things have been written on the subject even without a probabilistic interpretation. The invariance of Haar measure w.r.t. the grou...
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Derivation proceeding
Derivation proceedings are only applicable to applications for patent, and any patent issuing thereon, that are subject to the first-inventor-to-file provisions During the derivation proceeding, the Board has jurisdiction over any involved patent or application, and the patent examiner may not act thereon except
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proving that given fraction is irreducible. Prove that for every natural number n, fraction $\frac{21n+4}{14n+3}$ is irreducible. I deduced that if we can prove that numerator and denominator have 1 as their GCD, we c...
Going by Euclidean algorithm: $$ GCD(21n+4, 14n+3) = GCD(7n+1, 14n+3) = GCD(7n+1, 1) = 1$$
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Understanding Energy minimization and poisson equation Let $M$ be a Riemmanian manifold and $X$ be a vector field thereon. My question is why are these two problems equivalent?: \begin{equation} \operatorname{argmin...
Let $F(\phi) = \int_M |\nabla \phi - X|^2$. The Euler-Lagrange condition for $\phi$ (for it to be a critical point of $F$) is that $$DF_\phi (\eta) = \frac d{dt} \Big|_{t=0} F(\phi + t \eta) = 0$$ for all smooth $\eta$. Bringing the derivative inside the integral and applying the product rule we get...
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Hall of Hewn Stones
If they had a tradition [thereon] they stated it; if not, they went to the nearest Beth din. If they had a tradition thereon, they stated it, and if not, they all proceeded to the Hall of Hewn Stones, where they [i.e., the Great Sanhedrin] sat
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Translation of "final adjudication thereon" in Chinese - Reverso Context
Translations in context of "final adjudication thereon" in English-Chinese from Reverso Context: Wherever any organization or individual considers that a trademark has been improperly registered, it or he may apply for adjudication by sending two copies of the same aApplication for the Cancellation of Improperly Registered Trademark to the Trademark Review and Adjudication Board.
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Converse of Weak Nullstellensatz I have been trying to come up with an example of a polynomial ring where all maximal ideals are of the form $(x_i-a_i)$. But the ring $k$ on which $k[x_1,...,x_n]$ is based is not alge...
Fix a positive integer $n$. Let $k$ be a commutative ring with $1 \ne 0$, and let $R=k[x_1,...,x_n]$. Suppose $k$ is such that * $k$ is not algebraically closed.$\\\\[4pt]$ * All maximal ideals of $R$ are of the form $(x_1-a_1,...,x_n-a_n)$, for some $a_1,...,a_n\in k$. Let $p\in k[t]$ be such that ...
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Standard Bank of South Africa Ltd v OK Bazaars (1929) Ltd
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that the defendant intended that the plaintiff, or a person in the position of the plaintiff, to act or rely thereon; and
that the plaintiff in fact acted or relied thereon: that is, he was in fact induced.
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$f$ an analytic function on $\mathbb{C}$ which takes values in $\mathbb{C}\backslash(-\infty,0]$ implies constant Let $f$ be an analytic function on $\mathbb{C}$ which takes values in $\mathbb{C}\backslash(-\infty,0]$...
So composing the branch of the square root you mentioned in your observation with $f$ gives a function $\sqrt{f}$ on $\mathbb{C}$ which takes values in the right half-plane $\\{z \text{ }|\text{ Re}(z) > 0\\}$. There is a fractional linear transformation $g$ which maps the right half-plane to the un...
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IMPACT OF IRRIGATION WITH DIFFERENT WATER QUALITIES ON ... - ResearchGate
Request PDF | On May 1, 2009, M. H. El-Sayed and others published IMPACT OF IRRIGATION WITH DIFFERENT WATER QUALITIES ON SOME HEAVY METALS ACCUMULATION IN SOIL AND PLANTS GROWN THEREON. | Find ...
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Contraction mapping- Help needed Let $F(x)$ be a continuously differentiable function defined on the interval $[a,b]$ such that $F(a)<0$ and $F(b)>0$ and $$ 0<K_1\leq F'(x)\leq K_2\quad (a\leq x\leq b) $$ Find the uni...
There are two things you have to impose on $\lambda$ in order to apply the Banach fixed point theorem (and the unique fixed point of $f$ that the theorem guarantees is the unique zero of $F$), 1. you must choose $\lambda$ so that there is a $c 0$ you have $$a \leqslant x - \lambda F(x) \leqslant b$$...
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