Christian R. Scullard's research works | Lawrence Livermore …
Christian R. Scullard's 34 research works with 805 citations and 4,563 reads, including: A Biography of Robert M Ziff Christian R. Scullard's research while affiliated with Lawrence...
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Christian Scullard. Lawrence Livermore National Laboratory. Verified email at llnl.gov. Articles Cited by Public access. Title. Sort. Sort by citations Sort by year Sort by title. ... MP Desjarlais, CR Scullard, LX Benedict, HD Whitley, R Redmer. Physical Review E 95 (3), 033203, 2017. 73: 2017:
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Christian R. Scullard, Susana Serna, Lorin X. Benedict, C. Leland Ellison, and Frank R. Graziani, “Analytic expressions for electron-ion temperature equilibration rates from the Lenard-Balescu equation”, Phys. Rev. E 97, 013205 (2018).
Nov 10, 2022 · To cite this article: Christian R Scullard and Robert M Ziff J. Stat. Mech. (2010) P03021 View the article online for updates and enhancements. You may also like
Predictions of bond percolation thresholds for the kagomé and ...
Feb 17, 2006 · Download a PDF of the paper titled Predictions of bond percolation thresholds for the kagom\'e and Archimedean $(3,12^2)$ lattices, by Christian R. Scullard and Robert M. Ziff
Oct 18, 2012 · Christian R. Scullard∗ Lawrence Livermore National Laboratory, Livermore CA 94550, USA Every lattice for which the bond percolation critical probability can be found exactly possesses a critical polynomial, with the root in [0,1] providing the …
Percolation critical polynomial as a graph invariant
Oct 18, 2012 · Christian R. Scullard * Lawrence Livermore National Laboratory, Livermore, California 94550, USA * [email protected]
Polynomial sequences for bond percolation critical thresholds
Mar 18, 2011 · View a PDF of the paper titled Polynomial sequences for bond percolation critical thresholds, by Christian R. Scullard
Title: The percolation critical polynomial as a graph invariant
Nov 4, 2011 · Authors: Christian R. Scullard Download PDF Abstract: Every lattice for which the bond percolation critical probability can be found exactly possesses a critical polynomial, with the root in [0,1] providing the threshold.
Bond percolation thresholds on Archimedean lattices from critical ...
Feb 28, 2020 · We present percolation thresholds calculated numerically with the eigenvalue formulation of the method of critical polynomials; developed in the last few years, it has already proven to be orders of magnitude more accurate than traditional techniques.
- Some results have been removed