The Science and Technology Facilities Council has awarded a consolidation grant of £271 k to the Fields, Strings and Geometry Group, entitled Fundamental Implications of Fields, Strings and Gravity. The Principal Investigator is Kostas Sfetsos, and the co-investigators are the entire FSG team (Grant, Gutowski, McOrist, Pasquetti, Torrielli, Wolf). The proposal covers two major […]
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The Science and Technology Facilities Council has awarded a consolidation grant of £271 k to the Fields, Strings and Geometry Group, entitled Fundamental Implications of Fields, Strings and Gravity. The Principal Investigator is Kostas Sfetsos, and the co-investigators are the entire FSG team (Grant, Gutowski, McOrist, Pasquetti, Torrielli, Wolf). The proposal covers two major […]
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Jan de Boer, a Professor at the Gravitation AstroParticle Physics Amsterdam Institute associated with the University of Amsterdam, visited the department on Friday 29 November to give a colloquium talk on “Holography and quantum gravity“. An abstract of the talk can be found here. Jan de Boer’s website can be found here.
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Jan de Boer, a Professor at the Gravitation AstroParticle Physics Amsterdam Institute associated with the University of Amsterdam, visited the department on Friday 29 November to give a colloquium talk on “Holography and quantum gravity“. An abstract of the talk can be found here. Jan de Boer’s website can be found here.
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Michele Bartuccelli’s paper “Sharp constants for the L-infinity norm on the torus and applications to dissipative partial differential equations” has appeared online in the journal “Differential and Integral Equations”. In the paper, sharp estimates are obtained for the constants appearing in the Sobolev embedding theorems for the L-infinity norm on the d-dimensional torus for d=1,2,3. […]
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Michele Bartuccelli’s paper “Sharp constants for the L-infinity norm on the torus and applications to dissipative partial differential equations” has appeared online in the journal “Differential and Integral Equations”. In the paper, sharp estimates are obtained for the constants appearing in the Sobolev embedding theorems for the L-infinity norm on the d-dimensional torus for d=1,2,3. […]
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