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Hyperelliptic continued fractions and generalized Jacobians / Umberto Zannier.

By: Contributor(s): Material type: TextTextPublication details: Baltimore, Maryland U.S ; Johns Hopkins University Press , February 2019.Description: Volume 141, pages 1-40 : illustration ; 26 cmSubject(s): DDC classification:
  • DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2
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Periodicals Periodicals UM Digos College - LIC Periodicals DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 (Browse shelf(Opens below)) Not for loan Periodical Article
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DPer 510.071 J826 November 2017 v. 48 n. 5, Jan-May 2019 v. 50 n. 1-3. Surveying middle-grades teachers' reasoning about fraction arithmetic in terms of measured quantities / DPer 510.071 J826 November 2017 v. 48 n. 5, Jan-May 2019 v. 50 n. 1-3. Linguistic conventions of mathematical proof writing at the undergraduate level : mathematicians' and students' perspectives / DPer 510.071 J826 November 2017 v. 48 n. 5, Jan-May 2019 v. 50 n. 1-3. A qualitative metasynthesis of teaching mathematics for social justice in action : pitfalls and promises of practice / DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 Hyperelliptic continued fractions and generalized Jacobians / DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 A sharp inscribed radius estimate for fully nonlinear flows / DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 Construction of two-bubble solutions for energy-critical wave equations / DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 Endoscopic lifting of simple supercuspidal representations of SO₂n+₁ to GL₂ n /

American Journal of Mathematics, vol. 141, no. 1, pages 1-40, February 2019.

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