Pages that link to "Item:Q1399675"

The following pages link to Finiteness theorems in the class field theory of varieties over local fields. (Q1399675):

Displaying 18 items.

• On the structure of étale motivic cohomology (Q515879) (← links)
• Local duality for 2-dimensional local ring (Q732832) (← links)
• Class field theory for a product of curves over a local field (Q957920) (← links)
• Milnor \(K\)-groups attached to elliptic curves over a \(p\)-adic field (Q1744937) (← links)
• Locally finite varieties. (Q1771891) (← links)
• A Tate duality theorem for local Galois symbols. II. The semi-abelian case (Q2315998) (← links)
• Non-divisible cycles on surfaces over local fields (Q2569016) (← links)
• Isotriviality is equivalent to potential good reduction for endomorphisms of over function fields (Q2654070) (← links)
• Bertini theorems and Lefschetz pencils over discrete valuation rings, with applications to higher class field theory (Q2913220) (← links)
• On reduction maps for the étale and Quillen <i>K</i>-theory of curves and applications (Q3533796) (← links)
• Singular homology and class field theory of varieties over finite fields (Q4513062) (← links)
• Reduction of points in the group of components of the Néron model of a jacobian (Q4513066) (← links)
• Sur les extensions totalement décomposées de certains corps de fonctions (Q4712959) (← links)
• A Note on Elliptic Curves and Galois Module Structure in Global Function Fields (Q4879092) (← links)
• A Uniform Proof of the Finiteness of the Class Group of a Global Field (Q4964193) (← links)
• Class field theory for open curves over local fields (Q5223352) (← links)
• Abelian geometric fundamental groups for curves over a \(p\)-adic field (Q6121267) (← links)
• On integral class field theory for varieties over \(p\)-adic fields (Q6131174) (← links)