Results 11 to 20 of about 780 (69)
Betti maps, Pell equations in polynomials and almost-Belyi maps [PDF]
, 2022 We study the Betti map of a particular (but relevant) section of the family of Jacobians of hyperelliptic curves using the polynomial Pell equation A(2) - DB2 = 1, with A, B, D is an element of C[t] and certain ramified covers P-1 -> P-1 arising from ...
Barroero F., Capuano L., Zannier U.
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Dirichlet and Neumann Problems for String Equation, Poncelet Problem and Pell-Abel Equation [PDF]
, 2006 We consider conditions for uniqueness of the solution of the Dirichlet or the Neumann problem for 2-dimensional wave equation inside of bi-quadratic algebraic curve.
Burskii, Vladimir P. +1 more
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On the double EPW sextic associated to a Gushel-Mukai fourfold [PDF]
, 2018 In analogy to the case of cubic fourfolds, we discuss the conditions under which the double cover $\tilde{Y}_A$ of the EPW sextic hypersurface associated to a Gushel-Mukai fourfold is birationally equivalent to a moduli space of (twisted) stable sheaves ...
Pertusi, Laura
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The Zeldovich approximation: key to understanding Cosmic Web complexity [PDF]
, 2013 We describe how the dynamics of cosmic structure formation defines the intricate geometric structure of the spine of the cosmic web. The Zeldovich approximation is used to model the backbone of the cosmic web in terms of its singularity structure.
Hidding, Johan +2 more
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Explicit Methods in Number Theory (hybrid meeting) [PDF]
, 2021 The series of Oberwolfach meetings on `Explicit methods in number theory' brings together people attacking key problems in number theory via techniques involving concrete or computable descriptions.
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Hydrodynamics of CTD instrument packages [PDF]
, 1981 This report is part of a research project conducted at the Woods Hole Oceanographic Institution to improve the flight characteristics of CTD instrument packages.
Cook, Michael F.
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Torsion points, Pell's equation, and integration in elementary terms [PDF]
, 2020 The main results of this paper involve general algebraic differentials $\omega$ on a general pencil of algebraic curves. We show how to determine if $\omega$ is integrable in elementary terms for infinitely many members of the pencil.
Masser, David, Zannier, Umberto
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Bias, the Brain, and Student Evaluations of Teaching [PDF]
, 2007 Student evaluations of teaching are a common fixture at American law schools, but they harbor surprising biases. Extensive psychology research demonstrates that these assessments respond overwhelmingly to a professor’s appearance and nonverbal behavior;
Merritt, Deborah J
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Hyperelliptic continued fractions and generalized jacobians [PDF]
, 2019 For a complex polynomial D(t) of even degree, one may define the continued fraction of D(t). This was found relevant already by Abel in 1826, and then by Chebyshev, concerning integration of (hyperelliptic) differentials; they realized that, contrary to ...
Zannier, U.
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Designing Scholarships To Improve College Success: Final Report On the Performance-Based Scholarship Demonstration [PDF]
, 2015 Performance-based scholarships have two main goals: to give students more money for college and to provide incentives for academic progress. They are designed to reduce the financial burden on low-income students and help them progress academically by ...
Alexander K. Mayer +4 more
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