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Regular version of the site
Article
Немарковская семантическая диффузия в многомерных пространствах: подход на основе уравнений Маккина–Власова–Фоккера–Планка

Чертоганов К. А.

Вестник Южно-Уральского государственного университета. Серия: Вычислительная математика и информатика. 2026.

Book chapter
Complexity of reasoning in Kleene algebra with sum-of-letters hypotheses

Stepan L. Kuznetsov.

In bk.: Automated Reasoning: 13th International Joint Conference, IJCAR 2026, Lisbon, Portugal, July 26–29, 2026, Proceedings, Part II. (LNCS, volume 16689). Vol. 16689. Cham: Springer, 2026. P. 161-177.

Working paper
Hessian-based lightweight neural network for brain vessel segmentation on a minimal training dataset

Меньшиков И. А., Бернадотт А. К., Elvimov N. S.

Statistical mechanics. arXie. arXive, 2025

Alexey Buzmakov Presented Paper at Conference in Porto

On September 7-11 the European Conference on Machine Learning and Principles and Practice of Knowledge Discovery in Databases was held in Porto, Portugal.

Alexey Buzmakov, doctoral student of the School of Data Analysis and Artificial Intelligence (Academic Supervisor -  Sergei Kuznetsovpresented the paper ‘Fast Generation of Best Interval Patterns for Nonmonotonic Constraints’.

Abstract:

In pattern mining, the main challenge is the exponential explosion of the set of patterns. Typically, to solve this problem, a constraint for pattern selection is introduced. One of the first constraints proposed in pattern mining is support (frequency) of a pattern in a dataset. Frequency is an anti-monotonic function, i.e., given an infrequent pattern, all its superpatterns are not frequent. However, many other constraints for pattern selection are not (anti-)monotonic, which makes it difficult to generate patterns satisfying these constraints. In this paper we introduce the notion of projection-antimonotonicity and θ-$\Sigma\o\phi\iota\alpha$ algorithm that allows efficient generation of the best patterns for some nonmonotonic constraints. In this paper we consider stability and Δ-measure, which are nonmonotonic constraints, and apply them to interval tuple datasets. In the experiments, we compute best interval tuple patterns w.r.t. these measures and show the advantage of our approach over postfiltering approaches.