Deadline: 30 apr 2020
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Bolsas de Pós-Doutorado FAPESP no IMECC-UNICAMP
The Gauge Theory and Algebraic Geometry (GTAG) research group invites applications for two post-doctoral positions in Geometry at the University of Campinas (Unicamp), Brazil, under the supervision of Marcos Jardim and Henrique Sá Earp. The positions are for 2 years, renewable twice for up to 4 years.
We aim at filling one of each of the following research profiles: topics related to moduli spaces in algebraic geometry, particularly vector bundles on curves, surfaces and threefolds, moduli spaces of sheaves, Bridgeland stability conditions; gauge theory, particularly instantons and monopoles in Yang-Mills theory, metrics with special holonomy, moduli spaces and related topics in geometric analysis and Riemannian geometry.
This is a research-only position, with no expected teaching or administrative duties, funded by the São Paulo Research Foundation (FAPESP) under the Thematic Project “Gauge Theory and Algebraic Geometry”. Benefits include:
• monthly stipend of BRL 7,373;
• additional 15% of yearly stipend for research related expenses;
• start-up costs, including air travel and one extra pay;
• pending approval by FAPESP, paid leave of up to 1 year to visit any research institution in the world;
• maternity and paternity leave as described on http://www.fapesp.br/270.
The starting date is flexible, but should be no later than March 2021.
Applicants should send a CV and a research statement to Marcos Jardim (jardim@unicamp.br) or Henrique Sá Earp (hqsaearp@unicamp.br), along with written materials like publications and preprints. Candidates should arrange for at least one letter of recommendation to be sent directly to the same email addresses.
Application deadline is 30 April 2020.
Any enquiries should be addressed to either of the two email addresses above. The selection is committed to equal opportunities regarding gender, ethnicity, sexual orientation, and maternity.
Detailed description of the grant can be found in http://www.fapesp.br/en/5427
Best regards,
Marcos Jardim