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M. J. Lazo

Identifiers

  • name variant M. J. Lazo 0.60 · backfill

Papers (16)

  1. Evaluation of the eddy diffusivity in a pollutant dispersion model in the planetary boundary layer physics.ao-ph · 2024 · author #3
  2. A deformed derivative model for turbulent diffusion of contaminants in the atmosphere physics.flu-dyn · 2020 · author #2
  3. Noether-type theorem for fractional variational problems depending on fractional derivatives of functions math.OC · 2019 · author #1
  4. Noether theorem for action-dependent Lagrangian functions: conservation laws for non-conservative systems math-ph · 2019 · author #1
  5. A new parameterization for the concentration flux using the fractional calculus to model the dispersion of contaminants in the Planetary Boundary Layer physics.ao-ph · 2018 · author #2
  6. Fractional derivative models for atmospheric dispersion of pollutants physics.ao-ph · 2017 · author #2
  7. Nonlinear susceptibility of a quantum spin glass under uniform transverse and random longitudinal magnetic fields cond-mat.stat-mech · 2017 · author #4
  8. Spin-glass phase transition and behavior of nonlinear susceptibility in the Sherrington-Kirkpatrick model with random fields cond-mat.stat-mech · 2016 · author #3
  9. Hight-order Noether's Theorem for Nonsmooth Extremals of Isoperimetric Variational Problems with Time Delay math.OC · 2016 · author #2
  10. Constants of motion for Isoperimetric Variational Problems with Time Delay math.OC · 2016 · author #2
  11. The spectral gap and the dynamical critical exponent of an exact solvable probabilistic cellular automaton cond-mat.stat-mech · 2015 · author #1
  12. Spin-1 Hopfield model under a random field cond-mat.stat-mech · 2014 · author #2
  13. Inverse freezing in the Ghatak-Sherrington model with a random field cond-mat.stat-mech · 2012 · author #2
  14. Generalization of the matrix product ansatz for integrable chains cond-mat.str-el · 2006 · author #2
  15. Exact solutions of exactly integrable quantum chains by a matrix product ansatz cond-mat.stat-mech · 2003 · author #2
  16. The Bethe ansatz as a matrix product ansatz cond-mat.stat-mech · 2003 · author #2

Mentions

  • 2408.10168 #3 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1603.02335 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 2006.16050 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1908.11414 #1 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1906.06182 #1 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1812.02038 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1701.04373 #4 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1702.06345 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1606.01186 #3 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1603.06029 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1507.03552 #1 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1203.3828 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1401.8010 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • cond-mat/0608177 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • cond-mat/0304170 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • cond-mat/0312373 #2 · arxiv_oai · confidence 0.70 M. J. Lazo
  • 1507.03552 #1 · backfill · confidence 0.70 M. J. Lazo
  • 1401.8010 #2 · backfill · confidence 0.70 M. J. Lazo
  • 1203.3828 #2 · backfill · confidence 0.70 M. J. Lazo

Frequent Coauthors