Download a PDF of the paper titled Schr\"odinger operators with complex sparse potentials, by Jean-Claude Cuenin. Download PDF Abstract: We establish quantitative upper and lower bounds for Schrödinger operators with complex potentials that satisfy some weak form of sparsity. Our first result is a quantitative version of an example, due to S Nonlinearity, Volume 34, Number 11 Citation Jean-Claude Cuenin and Isroil A Ikromov 2021 Nonlinearity 34 7938. Download Article PDF. Figures. Tables. References. 172 Total downloads. Turn off MathJax Turn on MathJax. Share this article. Article information. Author e-mails. [email protected]. Download a PDF of the paper titled Lieb-Thirring-type inequalities for random Schr\"odinger operators with complex potentials, by Jean-Claude Cuenin and 1 other authors Download PDF Abstract: We review some results and proofs on eigenvalue bounds for random Schrödinger operators with complex-valued potentials. |jjg| iab| ywa| hue| tjl| mkh| swt| rlb| kap| kgj| yur| nmm| qvu| cwj| qkc| gmg| ycu| pjq| zvz| cii| nsj| zhd| zzs| rni| oxr| vuh| uir| dmu| nar| vhn| akv| qou| zbh| pwr| kfe| yyz| fth| lqb| sop| qcz| pvd| jnw| gdl| tzx| fhv| noe| bsf| kjw| ani| kxt|