956 results for cite

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Appjes gelekt van Wilders die smoes zocht om verkiezingsdebat

Feb 28, 2026 · Nu blijkt dat Wilders actief naar redenen zocht om niet te komen opdagen. "Kon ik die debatten maar skippen", citeert de Volkskrant uit appjes van Wilders naar zijn toenmalige politieke …

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Appjes gelekt van Wilders die smoes zocht om verkiezingsdebat

Feb 28, 2026 · Nu blijkt dat Wilders actief naar redenen zocht om niet te komen opdagen. "Kon ik die debatten maar skippen", citeert de Volkskrant uit appjes van Wilders naar zijn toenmalige politieke …

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Appjes gelekt van Wilders die smoes zocht om verkiezingsdebat

Feb 28, 2026 · Nu blijkt dat Wilders actief naar redenen zocht om niet te komen opdagen. "Kon ik die debatten maar skippen", citeert de Volkskrant uit appjes van Wilders naar zijn toenmalige politieke …

arxiv.org/abs/1403.3314v3

Finite Volume Properly Convex Deformations of the Figure-eight Knot

In this paper we show that some open set of the representations of the fundamental group of figure-eight knot complement found in \cite{Ballas12a} are the holonomies of a family of finite volume properly convex projective structures on the figure-eig...

arxiv.org/abs/2009.10168v3

Extension and trace theorems for noncompact doubling spaces

We generalize the extension and trace results of Björn-Björn-Shanmugalingam \cite{BBS21} to the setting of complete noncompact doubling metric measure spaces and their uniformized hyperbolic fillings. This is done through a uniformization procedure...

en.wikipedia.org/wiki/Vampirina

Vampirina - Wikipedia

16 August 2023. Check marks indicates role has been confirmed using screenshots of closing credits and other reliable sources{{cite web}}: CS1 maint:

en.wikipedia.org/wiki/House_of_Mouse

House of Mouse - Wikipedia

The Voice Actors. Check marks indicates role has been confirmed using screenshots of closing credits and other reliable sources{{cite web}}: CS1 maint:

en.wikipedia.org/wiki/Scram

Scram - Wikipedia

sometimes cited as being an acronym for safety control rod axe man or safety cut rope axe man. This was supposedly coined by Enrico Fermi when he oversaw

arxiv.org/abs/2410.09993v1

SoK: A Security Architect's View of Printed Circuit Board Attacks

Many recent papers have proposed novel electrical measurements or physical inspection technologies for defending printed circuit boards (PCBs) and printed circuit board assemblies (PCBAs) against tampering. As motivation, these papers frequently cite...

en.wikipedia.org/wiki/Peter_Gelderloos

Peter Gelderloos - Wikipedia

was acquitted in 2009. He is known for his 2005 book, How Nonviolence Protects the State, which has been cited in works discussing and analyzing forms

arxiv.org/abs/1902.06847v2

GEANT4 models of HPGe detectors for radioassay

Radiation transport models of two high purity germanium detectors, GeII and GeIII, located at the University of Alabama have been created in GEANT4 \cite{geant4}. These detectors have been used extensively for radioassay measurements of materials use...

arxiv.org/abs/1310.1467v1

Comment on "Possible divergences in Tsallis' thermostatistics"

The problematic divergence of the $q$-partition function of the harmonic oscillator recently considered in \cite{plastino} is a particular case of the non-normalizabilty of the distribution function of classical Hamiltonian systems in non-extensive t...

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incite - WordReference.com Dictionary of English

in•cite (in sīt′), v.t., -cit•ed, -cit•ing. to stir, encourage, or urge on; stimulate or prompt to action: to incite a crowd to riot.

github.com/benjiaminhanks2/stylee.css

benjiaminhanks2/stylee.css

body{background:#fff;color:#303c42;font-size:14px;font-family:'Lato',Helvetica,Arial,sans-serif;line-height:20px;cursor:default;-webkit-font-smoothing:antialiased;opacity:0}body.loaded{background:url(../img/bg-pattern.png) repeat 0 0;opacity:1;-webkit-transiti…

arxiv.org/abs/1208.2202v1

Splitting Algebras II: The Cohomology Algebra

Gelfand, Retakh, Serconek and Wilson, in \cite{GRSW}, defined a graded algebra $A_Γ$ attached to any finite ranked poset $Γ$ - a generalization of the universal algebra of pseudo-roots of noncommutative polynomials. This algebra has since come to b...