arXiv:1810.02637v2 [math.AG] 16 Apr 2020 FALTINGS HEIGHT AND NERON-TATE HEIGHT OF A´ THETA DIVISOR ROBIN DE JONG AND FARBOD SHOKRIEH Abstract. We prove a formula which, given a p
Matthew Baker profile image Matthew Baker. Georgia Institute of Technology, Atlanta, GA 30332-0160, USA. ,; Farbod Shokrieh profile image Farbod Shokrieh.
(2013) Georgia Institute of Technology. Website(s) Personal web page; 2021-04-20 · Farbod Shokrieh - Research: MathSciNet profile Google Scholar profile arXiv preprints Preprints: Jumps in the height of the Ceresa cycle. (with Robin de Home » Farbod Shokrieh. Farbod Shokrieh. Visiting Assistant Professor .
Georgia Institute of Technology, Atlanta, GA 30332-0160, USA. January 2013 Journal of Combinatorial Theory Series A, Volume 120, Issue 1 https://doi Farbod Shokrieh is a professor in the Mathematics department at University of Washington - see what their students are saying about them or leave a rating yourself. MATTHEW BAKER AND FARBOD SHOKRIEH Abstract. We study the interplay between chip-firing games and potential theory on graphs, characterizing reduced divisors (G-parking functions) on graphs as the solution to an energy (or potential) minimization problem and providing an algorithm to efficiently compute reduced divisors. Farbod Shokrieh and Chenxi Wu. Canonical measures on metric graphs and a Kazhdan's theorem arXiv, Invent. Math.
Farbod Shokrieh started at the department on 1 September 2018.
Semantic Scholar profile for Farbod Shokrieh, with 15 highly influential citations and 20 scientific research papers.
For example, there is a notion of “Jacobian” for graphs. More classically, metric graphs can be viewed as electrical networks.
The monodromy pairing and discrete logarithm on the Jacobian of finite graphs. Journal of …
From: Farbod Shokrieh [view email] [v1] Wed, 16 Oct 2019 04 :28:56 UTC (36 KB). Full-text links: Matthew Baker profile image Matthew Baker. Georgia Institute of Technology, Atlanta, GA 30332-0160, USA. ,; Farbod Shokrieh profile image Farbod Shokrieh. 19 Nov 2015 Farbod Shokrieh speaking at BIRS workshop, Sandpile Groups, on Thursday, November 19, 2015 on the topic: Matroids and their Jacobians.
Farbod Shokrieh - Research: MathSciNet profile Google Scholar profile arXiv preprints Preprints: Jumps in the height of the Ceresa cycle.
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Math. Hyungryul Baik, Farbod Shokrieh and Chenxi Wu. Limits of canonical forms on towers of Riemann surfaces arXiv Crelle Hyungryul Baik and Chenxi Wu. An algorithm to compute Teichm\"uller polynomial from matrices arXiv Geometriae Dedicata Advisor 1: Matthew Howard Baker No students known. If you have additional information or corrections regarding this mathematician, please use the update form.To submit students of this mathematician, please use the new data form, noting this mathematician's MGP ID of 176290 for the advisor ID. 2019-11-20 · Chip firing games, potential theory on graphs, and spanning trees, with Farbod Shokrieh, J. Combinatorial Theory Series A 120, no. 1 (2013), 164--182.
Abstract: A metric graph can be viewed, in many respects, as an analogue of an algebraic curve. For example, there is a notion of “Jacobian” for graphs. More classically, metric graphs can be viewed as electrical networks.
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Farbod Shokrieh started at the department on 1 September 2018. He will be part of the Centre for Symmetry and Deformations as well as a member of the Algebra and Number Theory group.
We show that the tropicalization of a non-Archimedean theta function is a tropical theta function, and that the tropicalization of a non-Archimedean Riemann theta function is a tropical Riemann theta function, up to scaling and an additive constant. Details for Farbod Shokrieh. F. Shokrieh (2016) F. Shokrieh (2012) For more detailed information please click on the photo. 2013-06-21 · Farbod Shokrieh Please Note: Advisor: Dr. Matthew Baker We study various binomial and monomial ideals related to the theory of divisors, orientations, and matroids on graphs.
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Feb 25, 2014 A couple of years ago my former Ph.D. student Farbod Shokrieh (now a postdoc at Cornell) and I found a novel potential-theoretic solution to
Adv. Math., 215(2):766–788, 2007. MR2355607.