1.6k citations
- G. Ferland3 profiles24 · h 56
- N. Xu2 profiles22 · h 80
- Z. Tang2 profiles22 · h 67
- M. Elitzur17 · h 49
- U. Nagel17 · h 29
- X. Z. Cai17
- P. Djawotho2 profiles15 · h 49
- X. Wang6 profiles15 · h 75
- A. Iordanova2 profiles14 · h 45
- B. Mohanty2 profiles14 · h 98
- P. Ghosh3 profiles14 · h 92
- A. Chikanian2 profiles13 · h 69
- Massachusetts Institute of TechnologyUS22 papers
- University of California, BerkeleyUS21 papers
- Michigan State UniversityUS18 papers
- University of ZagrebHR17 papers
- Kent State UniversityUS16 papers
- Pennsylvania State UniversityUS16 papers
- Argonne National LaboratoryUS15 papers
- Indiana University BloomingtonUS15 papers
- Lawrence Berkeley National LaboratoryUS15 papers
- Purdue University West LafayetteUS15 papers
- Texas A&M UniversityUS15 papers
- The Ohio State UniversityUS15 papers
10 papers · 1 filter
Broken unitarity of the SM and a new theory of EW interactions
Bing An Li
It shows that because of the axial-vector coupling and the coupling with fermions of different masses the untarity of the SM is broken at the scale of 10^{14}GeV. A new theory of E…
Continuous Families of Isophasal Scattering Manifolds
Carolyn Gordon, Peter Perry
We construct continuous families of scattering manifolds with the same scattering phase. The manifolds are compactly supported metric perturbations of Euclidean fo…
Core and residual intersections of ideals
Alberto Corso, Claudia Polini, Bernd Ulrich
D. Rees and J. Sally defined the core of an -ideal as the intersection of all minimal reductions of . However, it is not easy to give an explicit characterization o…
The structure of the core of ideals
Alberto Corso, Claudia Polini, Bernd Ulrich
The core of an -ideal is the intersection of all reductions of . This object was introduced by D. Rees and J. Sally and later studied by C. Huneke and I. Swanson, who sho…
On residually S_2 ideals and projective dimension one modules
Alberto Corso, Claudia Polini
We prove that certain modules are faithful. This enables us to draw consequences about the reduction number and the integral closure of some classes of ideals.
Non-degenerate curves with maximal Hartshorne-Rao module
Uwe Nagel
Extending results for space curves we establish bounds for the cohomology of a non-degenerate curve in projective -space. As a consequence, for any given we determine all po…