Recent Publications of our Scientists (last 30 days)

  • Hollands, S. and V. Toomani: On the radiation gauge for spin-1 perturbations in Kerr-Newman spacetime. [link]
  • Samal, A. ; Pharasi, H. K. ; Ramaia, S. J. ; Kannan, H. ; Saucan, E. ; Jost, J. and A. Chakraborti: Network geometry and market instability. [link]
  • Jin, Z. ; Li-Jost, X. ; Fei, S. and C. Qiao: Quantum coherence bounds the distributed discords. [link]
  • Ran, S. ; Sun, Z. ; Fei, S. ; Su, G. and M. Lewenstein: Tensor network compressed sensing with unsupervised machine learning. [link]
  • Boege, T. ; Coons, J. I. ; Eur, C. ; Maraj, A. and F. Röttger: Reciprocal maximum likelihood degrees of Brownian motion tree models. [link]
  • Carron, G. and C. Rose: Geometric and spectral estimates based on spectral Ricci curvature assumptions. [link]
  • Yaroslavtsev, I. : Burkholder-Davis-Gundy inequalities in UMD Banach spaces. [link]
  • Gubinelli, M. and N. Perkowski: The infinitesimal generator of the stochastic Burgers equation. [link]
  • Diez, T. and G. Rudolph: Singular symplectic cotangent bundle reduction of gauge field theory. [link]
  • Vilimelis Aceituno, P. ; Gang, Y. and Y. Liu: Tailoring echo state networks for optimal learning. [link]
  • Kaihnsa, N. ; Ren, Y. ; Safey El Din, M. and J. W. R. Martini: Cooperativity, absolute interaction, and algebraic optimization. [link]
  • Breiding, P. and O. Marigliano: Random points on an algebraic manifold. [link]
  • Fritz, T. : A generalization of Strassen's Positivstellensatz. [link]
  • Fritz, T. : Quantum logic is undecidable. [link]
  • Kenmoe, M. ; Smerlak, M. and A. Zadorin: Dynamical perturbation theory for eigenvalue problems. [link]
  • Guo, Y. ; Zhang, L. and H. Yuan: Entanglement measures induced by fidelity-based distances. [link]
  • Mider, M. ; Jenkins, P. A. ; Pollock, M. and G. O. Roberts: The computational cost of blocking for sampling discretely observed diffusions. [link]
  • Cong, N. D. ; Luu, H. D. and P. T. Hong: Pullback attractors for stochastic Young differential delay equations. [link]
  • Huang, H. ; Michałek, M. and E. Ventura: Vanishing Hessian, wild forms and their border VSP. [link]
  • Gess, B. and P. Tsatsoulis: Synchronisation by noise for the stochastic quantisation equation in dimensions \(2\) and \(3\). [link]
  • Duerinckx, M. and F. Otto: Higher-order pathwise theory of fluctuations in stochastic homogenization. [link]
  • Kaib, G. ; Kang, K. and A. Stevens: Global minimisers for anisotropic attractive-repulsive interactions. [link]
  • Garland, J. ; Ghazi-Zahedi, K. ; Young, J. ; Hébert-Dufresne, L. and M. Galesic: Impact and dynamics of hate and counter speech online. [link]
  • Leal, W. ; Eidi, M. and J. Jost: Ricci curvature of random and empirical directed hypernetworks. [link]
  • Kazmin, S. and W. Janke: Critical exponent \(v\) of the Ising model in three dimensions with long-range correlated site disorder analyzed with Monte Carlo techniques. [link]
  • Cid-Ruiz, Y. : Mixed multiplicities and projective degrees of rational maps. [link]
  • Smerlak, M. : Intermittency as metastability : a predictive approach to evolution in disordered environments. [link]
  • Hollands, S. : Variational approach to sandwiched Renyi entropies (with application to QFT). [link]
  • Lerario, A. and R. Mulas: Random geometric complexes and graphs on Riemannian manifolds in the thermodynamic limit. [link]
  • Della Porta, F. : On \(\mathscr V_{II}\) junctions : non stress-free junctions between martensitic plates. [link]
  • Ranestad, K. and B. Sturmfels: Twenty-seven questions about the cubic surface. [link]
  • Brandt, M. and A. Geiger: A tropical count of binodal cubic surfaces. [link]
  • Brustenga i Moncusí, L. ; Timme, S. and M. Weinstein: 96120 : The degree of the linear orbit of a cubic surface. [link]
  • Donten-Bury, M. ; Görlach, P. and M. Wrobel: Towards classifying toric degenerations of cubic surfaces. [link]
  • Celik, T. O. ; Galuppi, F. ; Kulkarni, A. and M. Sorea: On the eigenpoints of cubic surfaces. [link]
  • Bunnett, D. and H. Keneshlou: Determinantal representations of the cubic discriminant. [link]
  • Dinu, R. and T. Seynnaeve: The Hessian discriminant. [link]
  • Panizzut, M. ; Sertöz, E. C. and B. Sturmfels: An octanomial model for cubic surfaces. [link]
  • Wang, M. ; Shen, L. Q. ; Pasquale, L. R. ; Wang, H. ; Li, D. ; Choi, E. Y. ; Yousefi, S. ; Bex, P. J. and T. Elze: An artificial intelligence approach to assess spatial patterns of retinal nerve fiber layer thickness maps in Glaucoma. [link]
  • Adamer, M. F. and M. Helmer: Families of toric chemical reaction networks. [link]
  • Fevola, C. ; Mandelshtam, Y. and B. Sturmfels: Pencils of quadrics : old and new. [link]
  • Joswig, M. and P. Vater: Real tropical hyperfaces by patchworking in \(\texttt{polymake}\). [link]
  • Günzel, C. ; Kühnl, F. ; Arnold, K. ; Findeiß, S. ; Weinberg, C. E. ; Stadler, P. F. and M. Mörl: Beyond plug and pray : context sensitivity and in silico design of artificial neomycin riboswitches. [link]
  • Gaisbauer, F. ; Pournaki, A. ; Banisch, S. and E. Olbrich: How Twitter affects the perception of public opinion: two case studies. [link]
  • Dress, A. W. M. ; Maehara, H. ; Pang, S. X. and Z. Zeng: On the structure of discrete metric spaces isometric to circles. [link]
  • Agostini, D. and I. Barros: Pencils on surfaces with normal crossings and the Kodaira dimension of \(\overline{\mathcal{M}}_{g,n}\). [link]
01.10.2020, 06:47