Mathematical Institute PhD positions 2021
Deadline: April 30, 2021
The Mathematical Institute (Utrecht University, Netherlands) will fund two 4-year positions leading to a PhD, one in fundamental mathematics (within the context of the Utrecht Geometry Centre) and one in applied mathematics (within the context of the MOCU).
The details of the call can be found here.
PhD position in Symplectic Geometry 2021
Deadline: June 3, 2021
Vacancy: Ph.D. position in symplectic geometry at the Mathematics Department of Utrecht University (The Netherlands)
Supervisor: Dr. Fabian Ziltener. Information about myself can be found here.
Prerequisites: M.Sc. degree in mathematics or theoretical physics with a strong mathematical component. Candidates in the final stage of obtaining such a degree will also be considered.
Deadline for application: There is no deadline. Applications are assessed on a rolling basis, starting May 17, 2021, until the position is filled.
Latest starting date: January 1, 2022
How to apply: Please submit the following material to firstname.lastname@example.org :
- A cover letter including an explanation why you consider pursuing a Ph.D. in Symplectic Geometry.
- Your curriculum vitae.
- A list of all courses taken during your bachelor's and master's degrees, together with grades and explanations of the grades.
- If available: (drafts of) your master's thesis or bachelor's thesis.
- Names, contact information, and e-mail addresses of at least two academic referees, one of which is preferably your master's thesis supervisor. Please also arrange that the referees send their reference letters to email@example.com.
The overall aim of the proposed project is to understand the set of all (symplectic) capacities on a given symplectic category from the points of view of recognition, representability, and symmetry. One goal is to answer the following questions by K. Cieliebak, H. Hofer, J. Latschev, and F. Schlenk, under suitable hypotheses:
- For a given symplectic category, do the generalized capacities recognize objects?
- Which generalized capacities can be represented as embedding capacities from/ to a (connected) symplectic manifold?
Symplectic capacities are symplectic invariants that measure to what extent a given symplectic manifold does not embed into another one.
I am open for suggestions for alternative approaches or alternative problems.
General information: If accepted as a Ph.D. student, you will be integrated in the NWO Graduate School "Utrecht Geometry Center". You will be offered a full-time position for four years.
Inquiries: Please send an e-mail to Fabian Ziltener, firstname.lastname@example.org.
Grants from Utrecht University
Click here from more information.
Grants from the China Scholarship Council
Every year, around 40 Chinese students come to Utrecht University for their PhD studies. Most of these have a 4 year-scholarship of the Chinese Scholarship Council (CSC). You can find more information, as well as an application form, here.