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Call for research positions in PDE |
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Call for research positions in PDE at the Department of Mathematics and Statistics, Masaryk University
The Department of Mathematics and Statistics at Masaryk University invites applications for postdoctoral research positions within the project "Linear and nonlinear elliptic equations with singular data and related problems''.
Starting date: Negotiable, starting on 1 June 2019 or later.
Duration: The positions are initially for one year with a possibility of extension until the end of 2021.
Requirements: - Solid background in the area of Partial Differential Equations (PDEs) and Calculus of Variations. Preference will be given to applicants with expertise in elliptic and parabolic PDEs - Good publication record - A PhD degree in Mathematics (or be close to obtain) - Fluency in English, both written and spoken Application: The application should include:
- Curriculum Vitae - List of publications - Outline of research project - Cover letter explaining motivation and interest All documents should be sent directly to
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. In addition, the applicants should also arrange for at least 2 letters of recommendation to be sent directly to
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. The received applications will be continuously evaluated until the position is filled. |
Last Updated on Wednesday, 15 May 2019 07:50 |
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Applied mathematics seminar - May 14, 2pm, lecture room M5 |
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Seminar of applied mathematics will continue on May 14, 2pm in lecture room M5.
RNDr. Patrícia Martinková, Ph.D.
Assessing disparities in student and applicant ratings |
Last Updated on Tuesday, 14 May 2019 09:24 |
Differential equations seminar - May 13, 12pm, lecture room M5 |
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Seminar of differential equations will continue on May 13, 2019 at 12pm in lecture room M5.
dr. Phuoc Tai Nguyen, Ph.D. (Department of Mathematics and Statistics, PřF MU)
Elliptic equations with Hardy potential and gradient-dependent nonlinearity |
Last Updated on Thursday, 09 May 2019 14:41 |
Algebra seminar - May 9, 1pm, lecture room M5 |
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We will continue on Thursday, May 9, in M5 at 1pm by the talk
E. Lanari
Simplicial models for (oo,2)-categories
Abstract: This talk will revolve around two simplicial models for(oo,2)-categories, namely Lurie's oo-bicategories and Verity's complicial model. After a brief overview and some preliminaries on the category of scaled and stratified simplicial sets, we will delve right into the construction of a model structure for "weak" oo-bicategories, which we prove to be equivalent to the one for saturated 2-trivial complicial sets (i.e. the complicial version of (oo,2)-categories). We then describe Lurie's model structure for oo-bicategories and a Quillen equivalence with another model, i.e. that of categories enriched over marked simplicial sets, which shows oo-bicategories are a model for (oo,2)-categories in the sense of Barwick-Schommer Pries. We conclude the talk with a conjecture on the equivalence between our model structure and Lurie's one, and its corollaries. |
Last Updated on Monday, 06 May 2019 10:14 |
Differential equations seminar - April 29, 12pm, lecture room M5 |
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Seminar of differential equations will continue on April 29, 2019 at 12pm in lecture room M5.
Debangana Mukherjee, Ph.D. (Department of Mathematics and Statistics, MU)
Multiplicity results and sign changing solutions of non-local equations with concave-convex nonlinearities |
Last Updated on Wednesday, 24 April 2019 10:51 |
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