AbstractWe study the relationship between the third homology group of SL2(R) and K3(R), for R in a large class of rings. These results extend a previous work of C.-H. Sah
AbstractWe prove that if R is a domain with many units, then the natural inclusion E2(R)→E2(R[t]) in...
Let F be a field of characteristic zero and let ft,n be the stabilization homomorphism Hn(SLt(F), Z)...
Abstract. We calculate, for certain higher-dimensional local fields F, the third homology of SL2(F) ...
AbstractWe study the relationship between the third homology group of SL2(R) and K3(R), for R in a l...
Abstract. The third homology group of GLn(R) is studied, where R is a ‘ring with many units ’ with c...
We prove that for any infinite field F, the map H-3(SLn(F), Z) -> H-3(SLn+1 (F), Z) is an isomorphis...
We improve homology stability ranges for elementary and special linear groups over rings with many u...
AbstractLet GL(Z) (respectively SL(Z)) be the infinite general (respectively special) linear group a...
AbstractWe prove that for any infinite field F, the map H3(SLn(F),Z)→H3(SLn+1(F),Z) is an isomorphis...
It is known that, for an infinite field F, the indecomposable part of 'K IND. 3' (F) and the third h...
It is known that, for an infinite field F, the indecomposable part of 'K IND. 3' (F) and the third h...
, in terms of a re-fined Bloch group. We use this to derive a localization sequence for the third ho...
AbstractFor a commutative ring R with many units, we describe the kernel of H3(inc):H3(GL2(R),Z)→H3(...
We calculate the structure of the finitely generated groups H2(SL2(Z[1/m]),Z) when m is a multiple...
Since its introduction over 40 years ago algebraic K-theory, which provides powerful invariants, sti...
AbstractWe prove that if R is a domain with many units, then the natural inclusion E2(R)→E2(R[t]) in...
Let F be a field of characteristic zero and let ft,n be the stabilization homomorphism Hn(SLt(F), Z)...
Abstract. We calculate, for certain higher-dimensional local fields F, the third homology of SL2(F) ...
AbstractWe study the relationship between the third homology group of SL2(R) and K3(R), for R in a l...
Abstract. The third homology group of GLn(R) is studied, where R is a ‘ring with many units ’ with c...
We prove that for any infinite field F, the map H-3(SLn(F), Z) -> H-3(SLn+1 (F), Z) is an isomorphis...
We improve homology stability ranges for elementary and special linear groups over rings with many u...
AbstractLet GL(Z) (respectively SL(Z)) be the infinite general (respectively special) linear group a...
AbstractWe prove that for any infinite field F, the map H3(SLn(F),Z)→H3(SLn+1(F),Z) is an isomorphis...
It is known that, for an infinite field F, the indecomposable part of 'K IND. 3' (F) and the third h...
It is known that, for an infinite field F, the indecomposable part of 'K IND. 3' (F) and the third h...
, in terms of a re-fined Bloch group. We use this to derive a localization sequence for the third ho...
AbstractFor a commutative ring R with many units, we describe the kernel of H3(inc):H3(GL2(R),Z)→H3(...
We calculate the structure of the finitely generated groups H2(SL2(Z[1/m]),Z) when m is a multiple...
Since its introduction over 40 years ago algebraic K-theory, which provides powerful invariants, sti...
AbstractWe prove that if R is a domain with many units, then the natural inclusion E2(R)→E2(R[t]) in...
Let F be a field of characteristic zero and let ft,n be the stabilization homomorphism Hn(SLt(F), Z)...
Abstract. We calculate, for certain higher-dimensional local fields F, the third homology of SL2(F) ...
DOI
Add to ORKG