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based on graph theory and complex networks for the analysis of structured data. The research will investigate computational approaches for representing and analysing relationships between entities through
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Position Number: 40030730 Payroll Title: STDT LIFE DEV SPEC 3 SV (005152) Job Code: 005152 Job Open Date: 4/9/26 Application Review Begins: 4/24/26; open until filled Department Code (Name): ASTD
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Assistant Professor, in the disciplinary area of Juridical-Political Theory and International Relations of the University of Évora, following the rulings of articles 37.º to 51º, 61º and 62º-A of the Estatuto
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control and quantum computations. Current research topics in the group include density functional theory calculations of atomic and molecular systems on surfaces, inclusion of electronic correlations
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Helmholtz-Zentrum Dresden-Rossendorf - HZDR - Helmholtz Association | Gorlitz, Sachsen | Germany | 10 days ago
Website https://www.hzdr.de Street Bautzner Landstraße 400 Postal Code 01328 E-Mail kontakt@hzdr.de Phone +49 351 260-0 Fax +49 351 269-0461 STATUS: EXPIRED X (formerly Twitter) Facebook LinkedIn Whatsapp
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, Electronic Structure, Strongly Correlated Materials , Condensed Matter Theory , condensed matter theory; ultracold quantum gases , Energy Materials , Quantum Information , Soft Condensed Matter Physics
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(quantum information theory, theoretical physics, computer science, mathematics, quantum computing) to experimental work on physical platforms (quantum physics, quantum optics, quantum engineering). It will
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/ProvinceSlovakiaCityNitraPostal Code94976StreetTrieda Andreja Hlinku 2Geofield Contact State/Province Slovakia City Nitra Website http://www.uniag.sk/sk/ Street Trieda Andreja Hlinku 2 Postal Code 949 76 STATUS: EXPIRED X
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Offer Description Scope of work The successful PhD candidates will be part of the group created by dr Jacek Herbrych (https://jacekherbrych.github.io ) within project NCN SONATA BIS 13 2023/50/E/ST3/00033
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of singular foliations, working with advanced tools like groupoids, cyclic cohomology, C*-algebras and K‑theory. The Department of Mathematics is seeking a highly motivated PhD candidate for a research position