AbstractGiven a birational normal extension O of a two-dimensional local regular ring (R,m), we describe all the equisingularity types of the complete m-primary ideals J in R whose blowing-up X=BlJ(R) has some point Q whose local ring OX,Q is analytically isomorphic to O
We prove that a quadratic A[T]-module Q with Witt index (Q/TQ)⩾d, where d is the dimension of the eq...
AbstractLet (R,M) be a regular local domain of dimension d⩾2 and let x1,…,xd be a regular system of ...
By adjoining the square roots or higher roots of a certain infinite number of polynomials in two var...
AbstractGiven a birational normal extension O of a two-dimensional local regular ring (R,m), we desc...
AbstractLet (R,mR) be a two-dimensional regular local ring and let O be a normal birational extensio...
AbstractLet (R,mR) be a two-dimensional regular local ring and let O be a normal birational extensio...
Let D be an integrally closed local Noetherian domain of Krull dimension 2, and let f be a nonzero ...
Let D be an integrally closed local Noetherian domain of Krull dimension 2, and let f be a nonzero ...
Abstract. A ring extension A |B is depth two if its tensor-square sat-isfies a projectivity conditio...
AbstractLet (R,m) be a 2-dimensional rational singularity with algebraically closed residue field an...
AbstractLet R be a regular noetherian local ring of dimension n≥2 and (Ri)≡R=R0⊂R1⊂R2⊂⋯⊂Ri⊂⋯ be a se...
The Local Factorization Theorem of Zariski and Abhyankar implies that between a given pair of 2-dime...
AbstractWe study the F-regularity of Rees algebras R(I)=A[It] in terms of the global F-regularity of...
AbstractGiven a normal surface singularity (X,Q) and a birational morphism to a non-singular surface...
Suppose that R is an excellent, normal local ring of dimension 2, with maximal ideal m. Let f: X → s...
We prove that a quadratic A[T]-module Q with Witt index (Q/TQ)⩾d, where d is the dimension of the eq...
AbstractLet (R,M) be a regular local domain of dimension d⩾2 and let x1,…,xd be a regular system of ...
By adjoining the square roots or higher roots of a certain infinite number of polynomials in two var...
AbstractGiven a birational normal extension O of a two-dimensional local regular ring (R,m), we desc...
AbstractLet (R,mR) be a two-dimensional regular local ring and let O be a normal birational extensio...
AbstractLet (R,mR) be a two-dimensional regular local ring and let O be a normal birational extensio...
Let D be an integrally closed local Noetherian domain of Krull dimension 2, and let f be a nonzero ...
Let D be an integrally closed local Noetherian domain of Krull dimension 2, and let f be a nonzero ...
Abstract. A ring extension A |B is depth two if its tensor-square sat-isfies a projectivity conditio...
AbstractLet (R,m) be a 2-dimensional rational singularity with algebraically closed residue field an...
AbstractLet R be a regular noetherian local ring of dimension n≥2 and (Ri)≡R=R0⊂R1⊂R2⊂⋯⊂Ri⊂⋯ be a se...
The Local Factorization Theorem of Zariski and Abhyankar implies that between a given pair of 2-dime...
AbstractWe study the F-regularity of Rees algebras R(I)=A[It] in terms of the global F-regularity of...
AbstractGiven a normal surface singularity (X,Q) and a birational morphism to a non-singular surface...
Suppose that R is an excellent, normal local ring of dimension 2, with maximal ideal m. Let f: X → s...
We prove that a quadratic A[T]-module Q with Witt index (Q/TQ)⩾d, where d is the dimension of the eq...
AbstractLet (R,M) be a regular local domain of dimension d⩾2 and let x1,…,xd be a regular system of ...
By adjoining the square roots or higher roots of a certain infinite number of polynomials in two var...
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