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Intervention for minimizing the risk of drop-out in music school pupils-an exploratory study. [PDF]
Kavčič Pucihar A +3 more
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The voice of the plateau: a qualitative interview study of student management and educational practices in higher education in Xizang Autonomous Region. [PDF]
Liu F, Zhao D, Li X, Yang Y.
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Generalized local class field theory IV. Cardinalities
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Two-Dimensional Moiré Phonon Polaritons. [PDF]
Shi H, Li C, Pan D, Dai X.
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Review: Jürgen Neukirch Class field theory, and Kenkichi Iwasawa, Local class field theory
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Necessary conditions for local class field theory
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The Annals of Mathematics, 1950
Local class field theory is treated by means of cohomology theory. Let \(L/K\) be a Galois extension with Galois group \(\mathfrak L\). Let \(\mathfrak H\) be an invariant subgroup of \(\mathfrak L\), and \(F\) be the corresponding subfield of \(L\). The lifting \(\lambda\) of the Galois 2-cohomology group \(H^2(\mathfrak L/\mathfrak H, F^*)\) \((F^*\)
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Local class field theory is treated by means of cohomology theory. Let \(L/K\) be a Galois extension with Galois group \(\mathfrak L\). Let \(\mathfrak H\) be an invariant subgroup of \(\mathfrak L\), and \(F\) be the corresponding subfield of \(L\). The lifting \(\lambda\) of the Galois 2-cohomology group \(H^2(\mathfrak L/\mathfrak H, F^*)\) \((F^*\)
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LOCAL CLASS FIELD THEORY: PERFECT RESIDUE FIELD CASE
Russian Academy of Sciences. Izvestiya Mathematics, 1994Let \(F\) be a complete discrete valued field with perfect residue field of characteristic \(p>0\). A class field theory for the most interesting abelian extension of \(F\), the fully ramified \(p\)-extension was given by \textit{M. Hazewinkel} [Corps de classes local, Appendix to \textit{M. Demazure} and \textit{P.
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