\n

<
div>\n The Inter
national Conference "ULTRAMATH 2022" aim
s to present recent results in the whole spectrum
of mathematics which are grounded on the use of ul
trafilters and ultraproducts. Its main goals:

\
n - Disseminate information about the vario
us techniques related to the use of ultrafilters a
nd ultraproducts, and their potential to attack op
en problems.

\n - Bring together researc
hers with different backgrounds, and encourage the
ir collaborations and interactions, especially on
topics connecting different areas of mathematics.<
/p>\n\n

This is the second edition of "Ul traMath", after the one held in P isa in 2008. After two years of postponement, we are strongly committed to holding this 2022 edi tion with the physical presence of lecturers and p articipants. We will make every effort to ensure t hat this is done safely; in the unfortunate case o f a new emergency due to the pandemic, UltraMath 2 022 will take place anyway as a hybrid or as an on line event, depending on the situation.

Participants are invited to submit abst racts. Abstracts should be written in LaTeX (also plain text files are ok) and fit on at most one pa ge when processed. The covered topics of UltraMath 2022 include (but are not limited to): Additive a nd Combinatorial Number Theory, Combinatorics and Ramsey Theory, Algebra and Geometry, General Topol ogy, Measure Theory, Ergodic Theory and Dynamics, Functional Analysis and Metric Spaces, Nonstandard Analysis and Model Theory, Generalized Spaces and Differential Equations, and Set Theory.

\n\nGreater prominence will be given to those resul
ts that satisfy (most of) the following conditions
:

\n - The results can be formulated and prese
nted in non-specialist terms, and be in principle
understandable by any practicing mathematician.

\n - The usage of ultrafilters/ultraproducts is
important (or even essential) in obtaining these r
esults.

\n - The results connect different are
as of mathematics.

\n - The results reveal new
facets of known important topics.