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Publication:3726225
zbMath0595.12013MaRDI QIDQ3726225
Publication date: 1985
Full work available at URL: http://www.numdam.org/item?id=ASNSP_1985_4_12_3_449_0
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absolute Galois groupinvolutionprojectivityprofinite groupprc-fieldsreal projectiveArtin-Schreier structures
Separable extensions, Galois theory (12F10) Rational points (14G05) Fields related with sums of squares (formally real fields, Pythagorean fields, etc.) (12D15) Limits, profinite groups (20E18)
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Pseudo algebraically closed fields over rings ⋮ On prosolvable subgroups of profinite free products and some applications ⋮ Prosolvable subgroups of free products of profinite groups ⋮ On the cohomological characterization of real free pro-\(2\)-groups ⋮ Model theory of finite fields and pseudo-finite fields ⋮ The algebraic nature of the elementary theory of PRC fields ⋮ Pluri-adjoints and preservation of finite limits ⋮ Closed subgroups of G(Q) with involutions ⋮ Elementary properties of the Boolean hull and reduced quotient functors ⋮ Unnamed Item ⋮ Undecidability of pseudo \(p\)-adically closed fields ⋮ RRC-fields with small absolute Galois groups ⋮ Permanence criteria for semi-free profinite groups. ⋮ Cohomology theory of Artin-Schreier structures ⋮ Local-global principles for Witt rings ⋮ Real free groups and the absolute Galois group of \(R(t)\) ⋮ The undecidability of pseudo real closed fields ⋮ Every projective \(C_ 2\)-group is realizable ⋮ The absolute Galois group of a Hilbertian PRC field ⋮ Galois stratification over \(e\)-fold ordered Frobenius fields
Cites Work
- Die Struktur der absoluten Galoisgruppe \({\mathfrak p}\)-adischer Zahlkörper
- Der Eindeutigkeitssatz für Demuškinformationen
- The elementary theory of large e-fold ordered fields
- On the model companion of the theory of e-fold ordered fields
- Subgroups of free profinite groups and large subfields of Q
- Embedding covers and the theory of Frobenius fields
- Algebraic extensions of finite corank of Hilbertian fields
- Galois groups of intersections of local fields
- The elementary theory of finite fields
- The Boolean Space of Orderings of a Field
- Shorter Notes: Profinite Groups are Galois Groups
- Projective Profinite Groups
- THE GALOIS GROUP OF THE ALGEBRAIC CLOSURE OF A LOCAL FIELD
- Elementary Statements Over Large Algebraic Fields
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