Meshfree, particle, and peridynamic methods offer a new class of numerical methods that play an increasingly significant role in the study of challenging engineering and scientific problems. New and exciting developments of these methods often go beyond classical theories, incorporate more profound physical mechanisms, and serve as exclusive numerical tools for addressing computational challenges that were once difficult or impossible to solve by conventional methods. The goal of this minisymposium is to bring together experts working on these methods, share research results, and identify emergent needs towards more rapid progress in advancing the important fields of meshfree, particle, and peridynamic methods. Topics of interest for this minisymposium include, but are not limited to, the following: • Recent advances in meshfree, particle, and peridynamic methods, and their coupling with other computational methods such as isogeometric analysis, material point method, and the finite element method • Immersed approaches for non-body-fitted discretizations • Enrichment of basis functions for non-smooth approximations • Integration of physics-based and data-enabled approaches • Enhancement of meshfree, particle, and peridynamic methods by machine learning algorithms • Strong form collocation methods • Stabilization for under-integrated Galerkin methods • Methods for coupling multiple physics and/or multiple scales • Parallel computation, solvers, and large-scale simulations • Recent advances in challenging industrial applications: modeling extreme loading events, additive manufacturing, and disaster mitigation • Methods enabling a rapid design-to-analysis workflow