Matthias Weber
Affiliations: | Indiana University, Bloomington, Bloomington, IN, United States |
Area:
MathematicsGoogle:
"Matthias Weber"Children
Sign in to add traineeAdam G. Weyhaupt | grad student | 2006 | Indiana University Bloomington |
Peter Connor | grad student | 2009 | Indiana University Bloomington |
Michelle Hackman | grad student | 2009 | Indiana University Bloomington |
Kevin Li | grad student | 2012 | Indiana University Bloomington |
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Publications
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Chen H, Weber M. (2020) A new deformation family of Schwarz’ D surface Transactions of the American Mathematical Society. 1 |
Connor P, Li K, Weber M. (2018) The Gauss–Bonnet formula for harmonic surfaces Communications in Analysis and Geometry. 26: 531-570 |
Freese D, Weber M. (2017) On surfaces that are intrinsically surfaces of revolution Journal of Geometry. 108: 743-762 |
Khachatryan V, Sirunyan AM, Tumasyan A, et al. (2016) Search for Narrow Resonances in Dijet Final States at sqrt[s]=8 TeV with the Novel CMS Technique of Data Scouting. Physical Review Letters. 117: 031802 |
Connor P, Li K, Weber M. (2015) Complete Embedded Harmonic Surfaces in R3 Experimental Mathematics. 24: 196-224 |
Weber M, Wolf M. (2012) Handle addition for doubly-periodic Scherk surfaces Journal FüR Die Reine Und Angewandte Mathematik (Crelles Journal). 2012 |
Connor P, Weber M. (2012) The construction of doubly periodic minimal surfaces via balance equations American Journal of Mathematics. 134: 1275-1301 |
Fujimori S, Weber M. (2009) Triply periodic minimal surfaces bounded by vertical symmetry planes Manuscripta Mathematica. 129: 29-53 |
Meeks WH, Weber M. (2007) Bending the helicoid Mathematische Annalen. 339: 783-798 |
Abulencia A, Acosta D, Adelman J, et al. (2006) Measurement of the tt production cross section in pp collisions at square root s = 1.96 TeV using missing E(T) + jets events with secondary vertex b tagging. Physical Review Letters. 96: 202002 |