Daniel S. Sage
Louisiana State University
47 Papers
156 Citations
Daniel S. Sage is an academic researcher from Louisiana State University. The author has contributed to research in topics: Projective line & Algebraic group. The author has an hindex of 11, co-authored 44 publications. Previous affiliations of Daniel S. Sage include University of Utah & Princeton University.
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Papers
Performance Specification of Time‐temperature Integrators Designed to Protect Against Botulism in Refrigerated Fresh Foods
TL;DR: A framework for establishing performance targets for TTI's with foods that have potential to cause foodborne botulism was developed and an Arrhenius-type curve was developed that offers safety margins that satisfy regulatory and shelf life requirements.
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Moduli spaces of irregular singular connections
TL;DR: In this article, a geometric theory of fundamental strata was developed to study irregular singular connections on the projective line, where funda-mental strata were originally used to classify cuspidal representations of the general linear group over a local field.
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Isomonodromic Deformations of Connections with Singularities of Parahoric Formal Type
TL;DR: In this article, the moduli space of connections that contain regular fundamental strata with fixed combinatorics at each singular point is constructed as a smooth Poisson reduction, and the authors then explicitly compute the isomonodromy equations as an integrable system.
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Iterative Method for Kinetic Parameter Estimation from Dynamic Thermal Treatments
TL;DR: The method of Paired Equivalent Isothermal Exposures (PEIE) provided conceptual simplicity and case-of-use as well as improved accuracy and reproducibility in kinetic parameter estimation from dynamic thermal treatments.
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q-Opers, QQ-Systems, and Bethe Ansatz
TL;DR: The notion of simply-connected complex simple Lie groups was introduced in this article, and a one-to-one correspondence between the set of operators of a certain kind and the non-degenerate solutions of Bethe Ansatz equations was established.
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