The 9th installment of AGACSE (Applied Geometric Algebras in Computer Science and Engineering) will take place August 26-29 in Amsterdam.

The field of Geometric/Clifford Algebras has seen a recent surge in applied interest, as witnessed on https://bivector.net, its accompanying discord server, and other forums. The unifying nature of the GA framework is prompting company-wide software approaches to geometrical, mechanical and EM solutions. The novel PGA (the GA of 3D Euclidean geometry) has simplified the classical data structures from computer graphics to classical mechanics simulators. And the very recent applications within Geometrically Equivariant Networks have immediately produced successes that draw in new researchers and practitioners, with new software platforms and tutorials appearing monthly.

The AGACSE conference aims to showcase successful examples of such applications from industry, and discuss the new developments now brewing in research labs. We expect a fruitful interaction between practice and theory, in which novel insights inform implementations, and new target domains raise interesting new structural questions.

You may find the conference website here: https://staff.science.uva.nl/l.dorst/AGACSE2024/index.html.

The first important deadline is the submission of a 4-6 page abstract by February 29, 2024.

We hope to see you in Amsterdam in August 2024!

dr ir Leo Dorst, University of Amsterdam prof dr Joan Lasenby, University of Cambridge

Our meeting will bring together researchers in various fields of mathematics such as Geometry, Combinatorics and Algebra. Through scientific talks new directions will be given and open problems will be proposed aiming at new collaborations among the participants.

The purpose of the Annual International Conference of the Georgian Mathematical Union is to bring together mathematicians from various fields to present their original research results and provide opportunities to establish new connections within the fields of pure and applied mathematics, as well as science, engineering, and technology. The conference also provides valuable networking opportunities for you to meet great personnel in these fields. Sections: • Algebra and Number Theory • Differential and Integral Equations, and Their Applications • Geometry and Topology • Logic, Language, Artificial Intelligence • Mathematical Education and History • Mathematical Logic and Discrete Mathematics • Mathematical Modeling and Numerical Analysis • Mathematical Physics • Probability Theory and Statistics, Financial Mathematics • Real and Complex Analysis

Inverse problems are widespread in many varied fields such as medical and satellite imaging, biology, astronomy, geophysics, environmental sciences, computer vision, energy, finance, and defence. These problems are inverse in the sense that they arise from seeking to use a mathematical or physical model “backwards” to indirectly determine a quantity of interest from the effect that this quantity causes on some observed data. A main challenge resulting from using models “backwards” to measure causes from their effects is that solutions are often not well posed, i.e., not unique and/or unstable with respect to small perturbations in the data. This difficulty has stimulated an important amount of research and innovation at the interface of applied mathematics, statistics, engineering, physics, and other fields, leading to great social and economic benefit through impact on science, medicine, and engineering. The aim of this conference is to bring together the applied mathematics, statistics, machine learning, engineering, physics and industrial communities around the topic of inverse problems to discuss recent developments and open challenges in theory, methodology, computational algorithms, and applications. We welcome industrial representatives, doctoral students, early career and established academics working in this field to attend. Topics of interest include, for example, • Inverse problems in mathematical and computational imaging. • Inverse problems in science, medicine, engineering, and other fields. • Model‐based and data‐driven methods for solving inverse • Optimisation, statistical, and machine learning methods for solving inverse problems. • Mathematical theory for inverse problems. • Deterministic and stochastic computational methods and algorithms. Call for Presentations/posters Contributions will be accepted for the conference based on a 200 word abstract for oral or poster presentation. We welcome abstracts to be submitted by 15th March 2024. https://my.ima.org.uk Please indicate whether your title is intended for oral “presentation” or “poster” presentation. Note: If you are an IMA Member or you have previously registered for an IMA conference, then you are already on our database. Please “request a new password” using the email address previously used, to log in. Organising Committee Matthias Ehrhardt, Chair Tatiana Bubba Yurky Korolev Silvia Gazzola Programme Committee Marta Betcke Romina Gaburro Jonas Latz Audrey Repetti Paul Ledger Thomas Blumensath Tristan Van Leeuwen Silvia Villa Per Christian Hansen Richard Nickl

funding for travel and lodging is available.

The aim of this workshop is to bring together mathematicians working in integrability, geometry and the mathematical side of quantum field theories with experts in theoretical physics. Physicists and mathematicians are working on naturally intersecting themes, specifically integrability and quantum field theories, but the collaboration between these two worlds is sometimes scarce. This conference aims to be the first of many, bridging these gaps and overcoming the geographical challenges to enhance interaction between the USA and Europe.

The Maple Conference is dedicated to exploring different aspects of the math software Maple, including its impact on education, new symbolic computation algorithms and techniques, the wide range of applications and research Maple enables, and new and upcoming advancements in Maple and related technologies.

Come to this free virtual event to:

-Discover the work done by Maple users around the world, as well as new products and initiatives from Maplesoft
-Learn about valuable techniques and features to enhance your use of Maple
-Share experiences and ideas with members of the community and with the Maplesoft product team

Graduate students of all levels and faculty are invited to register to give a 20 minute talk. Talks may be expository or on current research.

To register to attend the conference (with or without registering to give a talk), please use our Registration Form. The deadline for submitting a talk is October 7th, 2024.

To request funding, please use our Funding Request Form. The deadline for requesting funding is September 23rd, 2024.

To attend the conference, please register by October 7th, 2024.

Founded in 1989, the Texas Geometry and Topology Conference (TGTC) has been held spring and fall ever since, a total of 67 times to date. The TGTC was conceived as a mechanism by which both the educational and the research atmosphere of the community of geometers and topologists could be enhanced. In order to accomplish this, the TGTC is organized so as to accomplish three specific goals:

(1) The TGTC is committed to bring researchers of national and international stature to Texas to discuss their research and to interact with mathematicians from Texas and surrounding states.

(2) The TGTC provides the community of geometers and topologists from Texas and surrounding states a convenient forum to meet and share mathematics on a regular basis. The geographic region is so large that few reasonable alternatives exist. The conference strongly encourages both individual research and productive cooperative efforts between schools.

(3) The TGTC is committed to the strengthening and enrichment of the mathematics personnel base. Graduate students, junior faculty, women, minorities, and persons with disabilities are especially encouraged to participate.

This Conference is supported by the National Science Foundation. Among the speakers of the current 68th edition of the conference are

Ian Anderson, Utah State University ; Robert Bryant, Duke University; Jarosław Buczyński, Institute of Mathematics of Polish Academy of Sciences (IMPAN); David Fisher, Rice University; Mikhail Gromov, Courant Institute of Mathematical Sciences at NYU and IHES, (to be confirmed); Shelly Harvey, Rice University; Dmitri Pavlov, Texas Tech University; Jinmin Wang, Chinese Academy of Science.

The information about all past Texas Geometr and Topology conferences can be found at ttps://www.math.tamu.edu/~tgtc/archive/

This workshop, sponsored by AIM and the NSF, will be devoted to interactions between p -adic geometry and chromatic homotopy theory. In particular, we will focus on the use of period maps and perfectoid methods to study the moduli stack of formal groups. We hope to use these methods to further our understanding of chromatic and transchromatic phenomena in stable homotopy and to see how the chromatic picture motivates and hints at possible novel results in p -adic geometry.

The main topics of the workshop are:

The p-adic geometry of the moduli stack of formal groups and its role in chromatic homotopy theory. Perfectoid methods in p-adic geometry. Period maps and generalized Rapoport--Zink spaces. This event will be run as an AIM-style workshop. Participants will be invited to suggest open problems and questions before the workshop begins, and these will be posted on the workshop website. These include specific problems on which there is hope of making some progress during the workshop, as well as more ambitious problems which may influence the future activity of the field. Lectures at the workshop will be focused on familiarizing the participants with the background material leading up to specific problems, and the schedule will include discussion and parallel working sessions.

Space and funding is available for a few more participants. If you would like to participate, please apply by filling out the on-line form no later than August 15, 2024. Applications are open to all, and we especially encourage women, underrepresented minorities, junior mathematicians, and researchers from primarily undergraduate institutions to apply.

Before submitting an application, please read the description of the AIM style of workshop.

The goal of the conference is to bring together international experts and young researchers working in foliations theory, diffeomorphism groups, 3-manifold topology, bounded cohomology, and 1-dimensional dynamics to share their insights and expertise and to foster collaborations that will lead to progress on important problems in both areas. Furthermore, to navigate the impact of the recent advances in each of these areas on the others, there will be minicourses to introduce young researchers to some of the major recent advances in these areas and there will be problem sessions and informal learning groups to come up with new problems within the scope of current techniques and long term projects between the subfields.

The conference "Number Theory, Quantum Chaos and their Interfaces” aims at gathering distinguished researchers working in either of the disciplines to discuss recent research advances in these fields, and serve as a playground for the exchange of ideas between these, rather diverse, research communities. Another purpose of our conference is to provide a solid educational platform for more junior researchers who aspire to conduct research in the relevant fields and expose them to some of the outstanding results and open problems.