Comech, Andrew Associate Professor

academic article

• Berkolaiko, G., Comech, A., & Sukhtayev, A. (2015). Vakhitov-Kolokolov and energy vanishing conditions for linear instability of solitary waves in models of classical self-interacting spinor fields. NONLINEARITY.  28(3), 577-592.
  
• Komech, A. A., & Komech, A. I. (2013). On the titchmarsh convolution theorem for distributions on the circle. Functional Analysis and Its Applications.  47(1), 21-26.
  
• Berkolaiko, G., & Comech, A. (2012). On Spectral Stability of Solitary Waves of Nonlinear Dirac Equation in 1D. Mathematical Modelling of Natural Phenomena (MMNP).  7(2), 13-31.
  
• Komech, A., & Komech, A. (2010). On global attraction to solitary waves for the KleinGordon field coupled to several nonlinear oscillators. JOURNAL DE MATHEMATIQUES PURES ET APPLIQUEES.  93(1), 91-111.
  
• Komech, A., & Komech, A. (2010). Global Attraction to Solitary Waves for a Nonlinear Dirac Equation with Mean Field Interaction. SIAM Journal on Mathematical Analysis.  42(6), 2944-2964.
  
• Komech, A., & Komech, A. (2009). Global attraction to solitary waves for KleinGordon equation with mean field interaction. Annales de l'Institut Henri Poincare (C) Analyse Non Lineaire.  26(3), 855-868.
  
• Komech, A. I. (2008). Global Attraction to Solitary Waves in Models Based on the Klein-Gordon Equation. Symmetry, Integrability and Geometry: Methods and Applications.  4.
  
• Komech, A., & Komech, A. (2007). Global Attractor for a Nonlinear Oscillator Coupled to the KleinGordon Field. Archive for Rational Mechanics and Analysis.  185(1), 105-142.
  
• Komech, A. I., & Komech, A. A. (2007). Global well-posedness for the Schrdinger equation coupled to a nonlinear oscillator. Russian Journal of Mathematical Physics.  14(2), 164-173.
  
• Komech, A. I., & Komech, A. A. (2006). On the global attraction to solitary waves for the KleinGordon equation coupled to a nonlinear oscillator. Comptes Rendus Mathematique (Academie des Sciences).  343(2), 111-114.
  
• Comech, A., & Cuccagna, S. (2000). Integral operators with two-sided cusp singularities. International Mathematics Research Notices.  2000(23), 1225-1242.
  
• Comech, A. (1998). Damping estimates for oscillatory integral operators with finite type singularities. ASYMPTOTIC ANALYSIS.  18(3-4), 263-278.
  
• Comech, A. (1997). Oscillatory integral operators in scattering theory. COMMUNICATIONS IN PARTIAL DIFFERENTIAL EQUATIONS.  22(5-6), 841-867.