Inoltro ---------- Forwarded message --------- Da: Christian Horacio Olivera colivera@unicamp.br Date: mer 23 feb 2022 alle ore 15:43

Brazilian School of Probability/São Paulo School of advanced science on singular stochastic partial differential equations and their applications

We are very excited to finally announce the EBP 2022/ São Paulo School of advanced science on singular stochastic partial differential equations and their applications.

The São Paulo school is divided into two parts and will happen in the weeks of August 2 to August 13, 2022, at Campinas University. In the first week there will be two introductory mini courses by Paulo Ruffino (Campinas) and Weijun Xu (Beijing) (stochastic calculus and rough paths) that lay the foundations for the courses of the second week and are directed towards students and researchers with little to no experience in the field. The courses of the second week are held by Lorenzo Zambotti (Sorbonne) and Martin Hairer (Imperial College London). Here, newly developed theories and their latest developments in the field of singular SPDEs and related areas will be taught. The program will be complemented with several plenary talks, invited talks, a poster session and a visit to the LNLS laboratories, where the only particle accelerator of Latin America is located. The school will give full financial support for around 100 students and young researchers (50 from Brazil and 50 from abroad).

To ask for financial support the registration deadline is April 15, 2022.

More information under www.ime.unicamp.br/spas2022.

The EBP 20022 will coincide with the second week of the São Paulo School. As in previous years, the EBP will consist of two mini courses, plenary talks, contributed talks and poster sessions, all presented in a relaxed atmosphere. This will be our first edition at IMECC-UNICAMP, which is home to one of Brazil's top ranked Mathematics departments. More information under www.ime.unicamp.br/bsp2022.

To guarantee a safe event a big auditorium has been reserved that allows social distancing between participants. All required measures to prevent the spread of Covid 19 will be taken.

We would be grateful if you could advertise these events among your colleagues.

Best regards Christian Olivera