14 research outputs found
The Index Bundle and Multiparameter Bifurcation for Discrete Dynamical Systems
Get PDFWe develop a K-theoretic approach to multiparameter bifurcation theory of homoclinic solutions of discrete non-autonomous dynamical systems from a branch of stationary solutions. As a byproduct we obtain a family index theorem for asymptotically hyperbolic linear dynamical systems which is of independent interest. In the special case of a single parameter, our bifurcation theorem weakens the assumptions in previous work by Pejsachowicz and the first author
Presence of parasite antigen on the surface of P388D1 cells infected with Ehrlichia risticii
No full textLigand Characterization of Covalently Functionalized Mesoporous Silica Nanoparticles: An NMR Toolbox Approach
No full textIdentification of the dihydrolipoamide acetyltransferase subunit of the human pyruvate dehydrogenase complex as an autoantigen in halothane hepatitis. Molecular mimicry of trifluoroacetyl-lysine by lipoic acid
No full textAnalysis of Structural Flexibility of Damaged DNA Using Thiol-Tethered Oligonucleotide Duplexes
No full textHuman iPSC models of neuronal ceroid lipofuscinosis capture distinct effects of TPP1 and CLN3 mutations on the endocytic pathway
No full textSimple phosphinate ligands access zinc clusters identified in the synthesis of zinc oxide nanoparticles
No full textCharacterizing the Influence of TOPO on Exciton Recombination Dynamics in Colloidal CdSe Quantum Dots
No full textChronic Autoimmune Epithelitis in Sjögren’s Syndrome and Primary Biliary Cholangitis: A Comprehensive Review
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