41. Universal scaling solution for a rigidity transition: renormalization group flows near the upper critical dimension, S. J. Thornton, I. Cohen, J. P. Sethna and D. B. Liarte, Phys. Rev. E, 111 (2025), 045508, arXiv

40. Universal scaling for disordered viscoelastic matter II: Collapses, global behavior and spatio-temporal properties, D. B. Liarte, S. J. Thornton, E. Schwen, I. Cohen, D. Chowdhury and J. P. Sethna, Preprint (2022), arXiv

39. Restoring the fluctuation-dissipation theorem in Kardar-Parisi-Zhang universality class through a new emergent fractal dimension, M. S. Gomes-Filho, P. De Castro, D. B. Liarte and F. A. Oliveira, Entropy, 26 (2024), 260, arXiv

38. Universal scaling of shear thickening transitions, M. Ramaswamy, I. Griniasty, D. B. Liarte, A. Shetty, E. Katifori, E. Del Gado, J. P. Sethna, B. Chakraborty, I. Cohen, Journal of Rheology, 67 (2023), 1189, arXiv

37. Jamming and Unusual Charge Density Fluctuations of Strange Metals, S. J. Thornton, D. B. Liarte, P. Abbamonte, J. P. Sethna and D. Chowdhury, Nat. Commun. 14 (2023), 3919, arXiv

36. Hard-Needle Elastomer in One Spatial Dimension, D. B. Liarte, A. Petri and S. R. Salinas, Braz. J. Phys. 53 (2023) 73, Special Issue in Honor of Silvio R. Salinas, arXiv

35. Universal scaling for disordered viscoelastic matter near the onset of rigidity, D. B. Liarte, S. J. Thornton, E. Schwen, I. Cohen, D. Chowdhury and J. P. Sethna, Phys. Rev. E 106 (2022) L052601, arXiv

34. Dissipation by surface states in superconducting RF cavities, S. Deyo, M. Kelley, N. Sitaraman, T. Oseroff, D. B. Liarte, T. Arias, M. Liepe and J. P. Sethna, Phys. Rev. B 106 (2022) 104502, arXiv

33. Analysis of magnetic vortex dissipation in Sn-segregated boundaries in Nb3Sn superconducting RF cavities, J. Carlson, A. Pack, M. K. Transtrum, J. Lee, D. N. Seidman, D. B. Liarte, N. Sitaraman, A. Senanian, M. Kelley, J. P. Sethna, T. Arias, S. Posen, Phys. Rev. B 103 (2021) 024516, arXiv

32. Multi-functional twisted kagome lattices: Tuning by pruning mechanical metamaterials, D. B. Liarte, O. Stenull and T. C. Lubensky, Phys. Rev. E 101 (2020) 063001, arXiv

31. The field-dependent surface resistance of doped Niobium: New experimental and theoretical results, J. T. Maniscalco, M. Ge, P. N. Koufalis, M. Liepe, T. A. Arias, D. B. Liarte, J. P. Sethna and N. Sitaraman, In Proc. of International Conference on RF Superconductivity (SRF'19), Dresden, Germany, June-July 2019, paper TUFUA1, pp. 340-346

30. Yield precursor dislocation avalanches in small crystals: the irreversibility transition, X. Ni, H. Zhang, D. B. Liarte, L. W. McFaul, K. A. Dahmen, J. P. Sethna and J. R. Greer, Phys. Rev. Lett. 123 (2019) 035501, arXiv

29. Theoretical analysis of quasiparticle overheating, positive Q-slope, and vortex losses in SRF cavities, J. T. Maniscalco, M. Liepe, T. A. Arias, D. B. Liarte, J. P. Sethna and N. Sitaraman, In Proc. 10th Int. Particle Accelerator Conf. (IPAC'18), Melbourne, Australia, May 2019, paper WEPRB089, pp. 3020--3023

28. Online storage ring optimization using dimension-reduction and genetic algorithms, W. F. Bergan, I. V. Bazarov, C. J. R. Duncan, D. B. Liarte, D. L. Rubin and J. P. Sethna, Phys. Rev. Accel. Beams 22 (2019) 054601, arXiv

27. Normal forms for renormalization groups, A. Raju, C. B. Clement, L. X. Hayden, J. P. Kent-Dobias, D. B. Liarte, D. Z. Rocklin, J. P. Sethna, Phys. Rev. X 9 (2019) 021014, arXiv

26. Jamming as a Multicritical Point, D. B. Liarte, X. Mao, O. Stenull and T. C. Lubensky, Phys. Rev. Lett. 122 (2019) 128006, arXiv

25. Vortex dynamics and losses due to pinning: Dissipation from trapped magnetic flux in resonant superconducting radio-frequency cavities, D. B. Liarte, D. Hall, P. N. Koufalis, A. Miyazaki, A. Senanian, M. Liepe, J. P. Sethna, Phys. Rev. Applied, 10 (2018) 054057, arXiv, news coverage

24. Uniaxial and biaxial structures in the elastic Maier-Saupe model, A. Petri, D. B. Liarte and S. R. Salinas, Phys. Rev. E, 97 (2018) 012705, arXiv

23. Use of dimension-reduction techniques with multi-objective genetic algorithms to improve the vertical emittance and orbit at CESR, W. F. Bergan, I. V. Bazarov, C. J. R. Duncan, D. B. Liarte, D. L. Rubin and J. P. Sethna, In Proc. 9th Int. Particle Accelerator Conf. (IPAC'18), Vancouver, Canada, May 2018, paper WEPAF041, pp. 1901--1904

22. Deformation of crystals: Connections with statistical physics, J. P. Sethna, M. K. Bierbaum, K. A. Dahmen, C. P. Goodrich, J. R. Greer, L. X. Hayden, J. P. Kent-Dobias, E. D. Lee, D. B. Liarte, X. Ni, K. N. Quinn, A. Raju, D. Z. Rocklin, A. Shekhawat, S. Zapperi, Annual Review of Materials Research, 47 (2017), arXiv

21. Theoretical estimates of maximum fields in superconducting resonant radio frequency cavities: Stability theory, disorder, and laminates, D. B. Liarte, S. Posen, M. K. Transtrum, G. Catelani, M. Liepe and J. P. Sethna, Supercond. Sci. Technol. 30 (2017) 033002, arXiv, Topical review featured in the Highlights of 2017

20. SRF Theory Developments from the Center for Bright Beams, D. B. Liarte, T. Arias, D. L. Hall, M. Liepe, J. P. Sethna, N. Sitaraman, A. Pack and M. K. Transtrum, In Proc. of International Conference on RF Superconductivity (SRF'17), Lanzhou, China, July 17-21, 2017, paper THPB040, pp. 835--839, arXiv

19. Field-dependence of the sensitivity to trapped flux in Nb3Sn, D. L. Hall, D. B. Liarte, M. Liepe, R. Porter and J. P. Sethna, In Proc. of International Conference on RF Superconductivity (SRF'17), Lanzhou, China, July 17-21, 2017, paper THPB042, pp. 844--847

18. High performance Nb3Sn Cavities, D. L. Hall, M. Liepe, R. Porter, T. Arias, P. Cueva, D. B. Liarte, D. A. Muller, J. P. Sethna and N. Sitaraman, In Proc. of International Conference on RF Superconductivity (SRF'17), Lanzhou, China, July 17-21, 2017, paper WEXA01, pp. 667--673

17. Cavity quench studies in Nb3Sn using temperature mapping and surface analysis of cavity cut-outs, D. L. Hall, M. Liepe, R. Porter, T. Arias, P. Cueva, D. B. Liarte, D. A. Muller and J. P. Sethna, In Proc. of International Conference on RF Superconductivity (SRF'17), Lanzhou, China, July 17-21, 2017, paper THPB041, pp. 840--843

16. Impact of Trapped Magnetic Flux and Thermal Gradients on the Performance of Nb3Sn Cavities, D. L. Hall, D. B. Liarte, M. Liepe, and J. P. Sethna, In Proc. 8th Int. Particle Accelerator Conf. (IPAC'17), Copenhagen, Denmark, May 2017, paper MOPVA118, pp. 1127-1129

15. Quench Studies in Single-Cell Nb3Sn Cavities Coated Using Vapour Diffusion, D. L. Hall, P. Cueva, D. B. Liarte, M. Liepe, J. T. Maniscalco, D. A. Muller, R. D. Porter and J. P. Sethna, In Proc. 8th Int. Particle Accelerator Conf. (IPAC'17), Copenhagen, Denmark, May 2017, paper MOPVA116, pp. 1119-1122

14. Ginzburg-Landau theory of the superheating field anisotropy of layered superconductors, D. B. Liarte, M. K. Transtrum and J. P. Sethna, Phys. Rev. B 94, (2016) 144504, arXiv

13. Weirdest martensite: Smectic liquid crystal microstructure and Weyl-Poincaré invariance, D. B. Liarte, M. Bierbaum, R. A. Mosna, R. D. Kamien and J. P. Sethna, Phys. Rev. Lett. 116 (2016) 147802, arXiv, Editor's choice featured on the cover, news coverage

12. Elasticity of randomly diluted honeycomb and diamond lattices with bending forces, D. B. Liarte, O. Stenull, X. Mao and T. C. Lubensky, J. Phys.: Condens. Matt. 28, (2016) 165402, arXiv

11. Visualization, coarsening and flow dynamics of focal conic domains in simulated Smectic-A liquid crystals, D. B. Liarte, M. Bierbaum, M. Zhang, B. Leahy, I. Cohen and J. P. Sethna, Phys. Rev. E 92, 062511 (2015), arXiv

10. Bethe lattice calculations for the phase diagram of a two-state Janus gas, D. B. Liarte and S. R. Salinas, J. Stat. Mech. (2015) P02020, arXiv

9. Elementary models in the study of nematic phases of liquid crystals, D. B. Liarte and S. R. Salinas, In Perspectives and Challenges in Statistical Physics and Complex Systems for the Next Decade, pp. 64, edited by Marcos G. E. da Luz, Ernesto P. Raposo, and Gandhi M. Viswanathan (World Scientific, 2014)

8. Tricritical behavior of soft nematic elastomers, D. B. Liarte, Phys. Rev. E 88 (2013) 062144, arXiv

7. Enhancement of nematic order and global phase diagram of a lattice model for coupled nematic systems, D. B. Liarte and S. R. Salinas, Braz. J. Phys. 42 (2012) 261, arXiv

6. Elastic Maier-Saupe-Zwanzig model and some properties of nematic elastomers, D. B. Liarte, S. R. Salinas and C. S. O. Yokoi, Phys. Rev. E 84 (2011) 011124, arXiv

5. Modelos estatísticos de campo médio para vidros de spins e fluidos complexos (in Portuguese), D. B. Liarte, Ph. D. thesis (2011)

4. Statistical models of mixtures with a biaxial nematic phase, E. Carmo, D. B. Liarte and S. R. Salinas, Phys. Rev. E 81 (2010) 062701, arXiv

3. Compressible Sherrington-Kirkpatrick spin-glass model, D. B. Liarte, S. R. Salinas and C. S. O. Yokoi, J. Phys. A: Math. Theor. 42 (2009) 205002, arXiv

2. Antiferromagnetic spherical spin-Glass model, D. B. Liarte and C. S. O. Yokoi, J. Phys. A: Math. Theor. 41 (2008) 324010, RIS