Extending a notion defined for surjective maps by Blanco, Majadas, and Rodicio, we introduce and ... more Extending a notion defined for surjective maps by Blanco, Majadas, and Rodicio, we introduce and study a class of homomorphisms of commutative noetherian rings, which strictly contains the class of locally complete intersection homomorphisms, while sharing many of its remarkable properties.
X-Ray and LFT were normal until the age of 9 years. Bronchiectasis was the primary X-Ray patholog... more X-Ray and LFT were normal until the age of 9 years. Bronchiectasis was the primary X-Ray pathology, which initiated and progressed largely in the upper pulmonary zones. Inspiratory Time (Ti), and Time to Peak Expiratory Flow/ Expiratory Time (Tptef/Te) decreased with disease severity (Table 1, P<0.05). Progression of CF was related to a reduced spontaneity of ribcage contribution and thoracoabdominal phase (P<0.05).
We study higher jumping numbers and generalized test ideals associated to determinantal ideals ov... more We study higher jumping numbers and generalized test ideals associated to determinantal ideals over a field of positive characteristic. We work in positive characteristic to give a complete characterization of both families for ideals generated by maximal minors; and make a conjecture for the general case. Although these invariants are understood asymptotically, as their positive characteristic grows to infinity they essentially coincide with their characteristic zero analogues, there are known examples where the behavior in positive characteristic differs significantly from that of characteristic zero. This new knowledge associated to determinantal ideals strengthens the case that test ideals and multiplier ideals exhibit essentially the same description.
Pure and Applied Mathematics Quarterly, Oct 11, 2010
Extending a notion defined for surjective maps by Blanco, Majadas and Rodicio, we introduce and s... more Extending a notion defined for surjective maps by Blanco, Majadas and Rodicio, we introduce and study a class of homomorphisms of commutative noetherian rings, which strictly contains the class of locally complete intersection homomorphisms while sharing many of its remarkable properties.
Extending a notion defined for surjective maps by Blanco, Majadas, and Rodicio, we introduce and ... more Extending a notion defined for surjective maps by Blanco, Majadas, and Rodicio, we introduce and study a class of homomorphisms of commutative noetherian rings, which strictly contains the class of locally complete intersection homomorphisms, while sharing many of its remarkable properties.
X-Ray and LFT were normal until the age of 9 years. Bronchiectasis was the primary X-Ray patholog... more X-Ray and LFT were normal until the age of 9 years. Bronchiectasis was the primary X-Ray pathology, which initiated and progressed largely in the upper pulmonary zones. Inspiratory Time (Ti), and Time to Peak Expiratory Flow/ Expiratory Time (Tptef/Te) decreased with disease severity (Table 1, P<0.05). Progression of CF was related to a reduced spontaneity of ribcage contribution and thoracoabdominal phase (P<0.05).
We study higher jumping numbers and generalized test ideals associated to determinantal ideals ov... more We study higher jumping numbers and generalized test ideals associated to determinantal ideals over a field of positive characteristic. We work in positive characteristic to give a complete characterization of both families for ideals generated by maximal minors; and make a conjecture for the general case. Although these invariants are understood asymptotically, as their positive characteristic grows to infinity they essentially coincide with their characteristic zero analogues, there are known examples where the behavior in positive characteristic differs significantly from that of characteristic zero. This new knowledge associated to determinantal ideals strengthens the case that test ideals and multiplier ideals exhibit essentially the same description.
Pure and Applied Mathematics Quarterly, Oct 11, 2010
Extending a notion defined for surjective maps by Blanco, Majadas and Rodicio, we introduce and s... more Extending a notion defined for surjective maps by Blanco, Majadas and Rodicio, we introduce and study a class of homomorphisms of commutative noetherian rings, which strictly contains the class of locally complete intersection homomorphisms while sharing many of its remarkable properties.
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Papers by Ines Henriques