Results 101 to 110 of about 71,749,598 (257)
The Digital Pandemic: Averting Negative Externalities of Disinformation Through Platforms
In response to viral spreads of disinformation in the 21st century, most notably in 2020, this paper analyzes Section 230 of the Communications Decency Cct as currently written.
Cattich, Ryan, Elements
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Finite elements for modeling of localized failure in reinforced concrete [PDF]
In this work, several beam finite element formulations are proposed for failure analysis of planar reinforced concrete beams and frames under monotonic static loading.
Jukić, Miha
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On conditions guaranteeing that mappings are elements of iteration groups
In this paper, the author proves that if \(\mathfrak{F}=\{f^v: I\to I, v\in V\}\) is a suitable iteration group on an open interval \(I\) and a function \(g: I\to I\) is continuous at least at one point and commutes with two mappings \(f^a, f^b\in\mathfrak{F}\) with \(\frac{b}{a}\) being irrational, then \(g\in\mathfrak{F}\).
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Tribological design of machine elements /
On previous occasions each Symposium has focused attention on a current and significant research topic, usually reflecting the interests of the Leeds or Lyon research groups, however this time the main focus was on the vitally important subject of ...
Leeds-Lyon Symposium on Tribology(15th :1988 :University of Leeds) +1 more
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Conditions for elements to be central in a ring [PDF]
Chung, L. O., Luh, J.
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Introduction: Variability in usage and definition of data characteristics in previous cohort studies on unruptured intracranial aneurysms (UIA) complicated pooling and proper interpretation of these data.
Common Data Elements Group
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Playing with Derivation Modes and Halting Conditions [PDF]
In the area of P systems, besides the standard maximally parallel derivation mode, many other derivation modes have been investigated, too. In this paper, many variants of hierarchical P systems and tissue P systems using different derivation modes ...
Freund, Rudolf +1 more
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The decompositions of elements of the lattice with minimal condition [PDF]
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On the stability of BDMS and PEERS elements
Using "Fortin operators" we give a new proof of stability for Stenberg's family of BDMS elements in linear elasticity. Our approach yields the inf-sup condition with respect to the standard norms, which is indispensable for a posteriori
Peers Elements +2 more
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