Lamel, Bernhard Professor

academic article

• Ebenfelt, P., Kossovskiy, I., & Lamel, B. (2022). EQUIVALENCE THEORY FOR INFINITE TYPE HYPERSURFACES IN C-2. Transactions of the American Mathematical Society.  375(6), 4019-4056.
  
• Lamel, B., & Mir, N. (2022). The finite jet determination problem for CR maps of positive codimension into Nash manifolds. 124(6), 737-771.
  
• Kossovskiy, I., Lamel, B., & Stolovitch, L. (2022). Equivalence of three-dimensional Cauchy-Riemann manifolds and multisummability theory. Advances in Mathematics.  397, 108117-108117.
  
• Lamel, B., & Lebl, J. (2021). Segre nondegenerate totally real subvarieties. 299(1-2), 163-181.
  
• Della Sala, G., Lamel, B., & Reiter, M. (2021). DEFORMATIONS OF CR MAPS AND APPLICATIONS. The Asian Journal of Mathematics.  25(5), 665-682.
  
• Lamel, B., & Duong, N. S. (2021). THE CR AHLFORS DERIVATIVE AND A NEW INVARIANT FOR SPHERICALLY EQUIVALENT CR MAPS. Annales de l'Institut Fourier.  71(3), 2137-2167.
  
• Lamel, B., & Mir, N. (2020). Regularity of CR mappings of abstract CR structures. 31(1), 2050009-2050009.
  
• Lamel, B., & Mir, N. (2019). Formal versus analytic CR mappings. Annales Polonici Mathematici.  123(1), 387-422.
  
• Lamel, B., & Mir, N. (2018). On the l(infinity) regularity of CR mappings of positive codimension. Advances in Mathematics.  335, 696-734.
  
• Lamel, B., & Mir, N. (2018). Convergence and divergence of formal CR mappings. 220(2), 367-406.
  
• Lamel, B., & Mir, N. (2017). Convergence of formal CR mappings into strongly pseudoconvex Cauchy-Riemann manifolds. 210(3), 963-985.