Recent Publications of our Scientists (last 30 days)

  • Otto, F. and A. Giunti: On the existence of the Green function for elliptic systems in divergence form. [link]
  • Geiß, M. ; Stadler, P. F. and M. Hellmuth: Reciprocal best match graphs. [link]
  • Jost, J. ; Mulas, R. and F. Münch: Spectral gap of the largest eigenvalue of the normalized graph Laplacian. [link]
  • Ciaglia, F. M. ; Di Cosmo, F. ; Ibort, A. and G. Marmo: Descriptions of relativistic dynamics with world line condition. [link]
  • Fehrman, B. J. and B. Gess: Large deviations for conservative stochastic PDE and non-equilibrium fluctuations. [link]
  • Arbel, M. ; Gretton, A. ; Li, W. and G. Montúfar: Kernelized Wasserstein natural gradient. [link]
  • Restrepo, G. : Challenges for the periodic systems of elements : chemical, historical and mathematical perspectives. [link]
  • Jost, J. and R. Mulas: Cheeger-like inequalities for the largest eigenvalue of the graph Laplace operator. [link]
  • Schulz, S. ; Boyer, S. ; Smerlak, M. ; Cocco, S. ; Monasson, R. ; Nizak, C. and O. Rivoire: Parameters and determinants of responses to selection in antibody libraries. [link]
  • Sorea, M. : Permutations encoding the local shape of level curves of real polynomials via generic projections. [link]
  • Gess, B. and P. Tsatsoulis: Synchronisation by noise for the stochastic quantisation equation in dimensions \(2\) and \(3\). [link]
  • Ciaglia, F. M. ; Di Cosmo, F. ; Marmo, G. and L. Schiavone: Evolutionary equations and constraints : Maxwell equations. [link]
  • Ciaglia, F. M. ; Marmo, G. and L. Schiavone: From classical trajectories to quantum commutation relations. [link]
  • Ciaglia, F. M. ; Ibort, A. ; Jost, J. and G. Marmo: Manifolds of classical probability distributions and quantum density operators in infinite dimensions. [link]
  • Jost, J. and T. Ehrig: Boundedly rational strategic interaction and the interplay between complexity and simplification : implications for strategy science. [link]
  • State, L. and P. Vilimelis Aceituno: Training delays in spiking neural networks. [link]
  • Jost, J. ; Liu, L. and M. Zhu: Regularity of Dirac-harmonic maps with \(\lambda\)-curvature term in higher dimensions. [link]
  • Assimos, R. and J. Jost: Spherical Bernstein theorems for codimension 1 and 2. [link]
21.11.2019, 06:47