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showing 10 items of 24097 documents
CCDC 861462: Experimental Crystal Structure Determination
2014
Related Article: Ayan Patra, Santu Kumar Saha, Tamal K. Sen, Luca Carrella, Ghezai T. Musie, Anisur Rahman Khuda-Bukhsh, Manindranath Bera|2014|Eur.J.Inorg.Chem.||5217|doi:10.1002/ejic.201402582
CCDC 1579178: Experimental Crystal Structure Determination
2018
Related Article: Bianca Jennewein, Sascha Kimpel, Daniel Thalheim, Jan Klett|2018|Chem.-Eur.J.|24|7605|doi:10.1002/chem.201800608
CCDC 1847233: Experimental Crystal Structure Determination
2019
Related Article: Md. Kamal Hossain, Jörg A. Schachner, Matti Haukka, Nadia C. Mösch-Zanetti, Ebbe Nordlander, Ari Lehtonen|2019|Inorg.Chim.Acta|486|17|doi:10.1016/j.ica.2018.10.012
CCDC 1048423: Experimental Crystal Structure Determination
2015
Related Article: Suraj Mondal, Shuvankar Mandal, Luca Carrella, Arpita Jana, Michel Fleck, Andreas Köhn, Eva Rentschler, and Sasankasekhar Mohanta|2015|Inorg.Chem.|54|117|doi:10.1021/ic501900d
CCDC 203684: Experimental Crystal Structure Determination
2004
Related Article: E.Coronado, M.C.Gimenez, C.J.Gomez-Garcia, F.M.Romero|2003|Polyhedron|22|3115|doi:10.1016/S0277-5387(03)00462-5
CCDC 879902: Experimental Crystal Structure Determination
2013
Related Article: J.Vallejo,I.Castro,M.Deniz,C.Ruiz-Perez,F.Lloret,M.Julve,R.Ruiz-Garcia,J.Cano|2013|Polyhedron|52|1246|doi:10.1016/j.poly.2012.06.032
CCDC 1951519: Experimental Crystal Structure Determination
2019
Related Article: Walter Cañón-Mancisidor, Matias Zapata-Lizama, Patricio Hermosilla-Ibáñez, Carlos Cruz, Diego Venegas-Yazigi, Guillermo Mínguez Espallargas|2019|Chem.Commun.|55|14992|doi:10.1039/C9CC07868A
Clinica delle trombosi venose superficiali (TVS) e presentazione di un modello di percorso diagnostico-terapeutico (PDT) per le TVS
2011
Positive solutions for nonlinear Robin problems
2017
We consider a parametric Robin problem driven by the p-Laplacian with an indefinite potential and with a superlinear reaction term which does not satisfy the Ambrosetti-Rabinowitz condition. We look for positive solutions. We prove a bifurcation-type theorem describing the nonexistence, existence and multiplicity of positive solutions as the parameter varies. We also show the existence of a minimal positive solution $\tilde{u}_\lambda$ and establish the monotonicity and continuity of the map $\lambda\to \tilde{u}_\lambda$.