Adam Logan
#94,759
Most Influential Person Now
Canadian mathematician and scrabble player
Adam Logan's AcademicInfluence.com Rankings
Adam Loganmathematics Degrees
Mathematics
#5563
World Rank
#7821
Historical Rank
Group Theory
#591
World Rank
#699
Historical Rank
Algebra
#914
World Rank
#1197
Historical Rank
Measure Theory
#5707
World Rank
#6804
Historical Rank
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Mathematics
Why Is Adam Logan Influential?
(Suggest an Edit or Addition)According to Wikipedia, Adam Logan is a research mathematician and a top Canadian Scrabble player. He won the World Scrabble Championship in 2005, beating Pakorn Nemitrmansuk of Thailand 3–0 in the final. He is the only player to have won the Canadian Scrabble Championship five times . He was also the winner of the 1996 National Scrabble Championship, North America's top rated player in 1997, and the winner of the Collins division of the 2014 North American Scrabble Championship.
Adam Logan's Published Works
Published Works
- The Kodaira dimension of moduli spaces of curves with marked points (2001) (127)
- Periods of Hilbert modular forms and rational points on elliptic curves (2003) (35)
- The Brauer-Manin obstruction and Sha[2] (2007) (25)
- Nontrivial elements of Sha explained through K3 surfaces (2007) (22)
- Density of rational points on diagonal quartic surfaces (2008) (16)
- The Brauer–Manin obstruction on del Pezzo surfaces of degree 2 branched along a plane section of a Kummer surface (2008) (15)
- THE BRAUER–MANIN OBSTRUCTION AND X [2] (2006) (14)
- New realizations of modular forms in Calabi-Yau threefolds arising from $\phi^4$ theory (2016) (10)
- Relations Among Divisors on the Moduli Space of Curves with Marked Points (2000) (9)
- Finiteness results for K3 surfaces over arbitrary fields (2018) (8)
- Explicit coverings of families of elliptic surfaces by squares of curves (2020) (5)
- Quotient Graphs and Amalgam Presentations for Unitary Groups Over Cyclotomic Rings (2020) (3)
- The corank of unitary Groups over cyclotomic rings (2019) (2)
- On the Cynk-Hulek criterion for crepant resolutions of double covers (2021) (2)
- Finiteness theorems for K3 surfaces over arbitrary fields (2019) (2)
- The Zariski closure of integral points on varieties parametrizing periodic continued fractions. (2019) (1)
- The Clifford-cyclotomic group in single-qubit quantum computation (2019) (1)
- The Clifford-cyclotomic group and Euler–Poincaré characteristics (2019) (1)
- A variant of the Erdős–Rényi random graph process (2018) (1)
- Deformations ofGalois representations arising fromdegenerate extensions (2021) (0)
- Finiteness results for K3 surfaces over arbitrary fields (2019) (0)
- 2 3 M ar 2 00 0 Deformations ofGalois representations arising fromdegenerate extensions (2008) (0)
- Modularity of two double covers of PPP 5 branched along 12 hyperplanes (2022) (0)
- Appendix to a paper [arXiv:1809.08623] of B. Williams. (2018) (0)
- Crepant resolutions of double covers: On the Cynk-Hulek criterion for crepant resolutions of double cover (2020) (0)
- Explicit coverings of K3 surfaces by the square of a curve (2020) (0)
- Asymptotics of coinvariants of Iwasawa modules under non-normal subgroups (2007) (0)
- Deformations of Galois representations arising from degenerate extensions (2000) (0)
- Heegner points and Hilbert modular forms (Algebraic Number Theory and Related Topics) (2003) (0)
- Algorithms for Computing Matrices of Hecke Operators With Conjectured Connections to Modular Forms (0)
- Higher modularity of elliptic curves over function fields (2022) (0)
- Rank-based linkage I: triplet comparisons and oriented simplicial complexes (2023) (0)
- Modularity of two double covers of $${\pmb {\mathbb {P}}}^5$$ branched along 12 hyperplanes (2018) (0)
- PLEASE NOTE: ALL PAYMENTS MUST BE RECEIVED IN THE COUNTY CLERK'S OFFICE PRIOR TO THE TAX SALE DATE LISTED IN THIS ADVERTISEMENT. PAYMENTS RECEIVED AFTER THE TAX SALE HAS BEEN CONDUCTED WILL BE RETURNED WITHOUT EXCEPTION. (2012) (0)
- The two faces of the twisted Kummer surface (2010) (0)
- Definite orthogonal modular forms: computations, excursions, and discoveries (2022) (0)
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What Schools Are Affiliated With Adam Logan?
Adam Logan is affiliated with the following schools: