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VPT2 Calculations of Vibrational Energies of CH<sub>3</sub>COOC<sub>6</sub>H<sub>4</sub>COOH Done in Seconds on a Laptop Using a Machine Learned Potential. [PDF]
Kotaru S +4 more
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<i>H</i>-linear magnetoresistance in NbSe<sub>2</sub> due to impeded cyclotron motion. [PDF]
Kool A +7 more
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Using Quadratic Programming to Reconstruct Data From Published Survival and Competing Risks Analyses. [PDF]
Titman AC.
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On quadratic forms over inseparable quadratic extensions
Archiv Der Mathematik, 1994The author discusses quadratic forms under inseparable quadratic extensions \(K=k (\sqrt{d})\), where \(\text{char } k=2\). He proves the following theorem that is sharper than that conjectured by \textit{R. Baeza} [Math. Z. 135, 175-184 (1974; Zbl 0263.15015)], namely, if \(q\) is a non- singular anisotropic \(k\)-form of dimension \(4m\) or \(4m+2 ...
Hamza Ahmad
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Counting cubic extensions with given quadratic resolvent
19 pagesInternational audienceGiven a number field $k$ and a quadratic extension $K_2$, we give an explicit asymptotic formula for the number of isomorphism classes of cubic extensions of $k$ whose Galois closure contains $K_2$ as quadratic subextension,
Henri Cohen
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