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Bi-Symmetric Polyhedral Cages with Nearly Maximally Connected Faces and Small Holes (2025)
Journal Article
Piette, B. (2025). Bi-Symmetric Polyhedral Cages with Nearly Maximally Connected Faces and Small Holes. Symmetry, 17(6), Article 940. https://doi.org/10.3390/sym17060940

Polyhedral cages (p-cages) provide a good description of the geometry of some families of artificial protein cages. In this paper we identify p-cages made out of two families of equivalent polygonal faces/protein rings, where each face has at least f... Read More about Bi-Symmetric Polyhedral Cages with Nearly Maximally Connected Faces and Small Holes.

Towards a flat space Carrollian hologram from AdS₄/CFT₃ (2025)
Journal Article
Lipstein, A., Ruzziconi, R., & Srikant, A. Y. (2025). Towards a flat space Carrollian hologram from AdS₄/CFT₃. Journal of High Energy Physics, 2025(6), Article 73. https://doi.org/10.1007/jhep06%282025%29073

Finding a concrete example holography in four dimensional asymptotically flat space is an important open problem. A natural strategy is to take the flat space limit of the celebrated AdS₄/CFT₃ correspondence, which relates M-theory in AdS₄×S⁷ to a ce... Read More about Towards a flat space Carrollian hologram from AdS₄/CFT₃.

Understanding Repetitive Behaviours: A clinical and cost-effectiveness, multi-site randomised controlled trial of a group for parents and carers of young autistic children (2025)
Journal Article
Grahame, V., Kernohan, A., Kharati, E., Mathias, A., Butcher, C., Dixon, L., Fletcher-Watson, S., Garland, D., Glod, M., Goodwin, J., Heron, S., Honey, E., Le Couteur, A., Mackie, L., Maxwell, J., Montgomery, L., Ogundimu, E., Probert, H., Riby, D., Rob, P., …Rodgers, J. (online). Understanding Repetitive Behaviours: A clinical and cost-effectiveness, multi-site randomised controlled trial of a group for parents and carers of young autistic children. Autism, https://doi.org/10.1177/13623613251333175

Restricted and repetitive behaviours vary greatly between autistic people. Some are a source of pleasure or create opportunities for learning; others may be detrimental in day-to-day life or cause harm. We have developed, in close collaboration with... Read More about Understanding Repetitive Behaviours: A clinical and cost-effectiveness, multi-site randomised controlled trial of a group for parents and carers of young autistic children.

Signals of multiparty entanglement and holography (2025)
Journal Article
Balasubramanian, V., Kang, M. J., Murdia, C., & Ross, S. F. (2025). Signals of multiparty entanglement and holography. Journal of High Energy Physics, 2025(6), Article 68. https://doi.org/10.1007/jhep06%282025%29068

We study multiparty entanglement signals, which are functions of a quantum state that are non-zero only when the state has multiparty entanglement. We consider known signals of three- and four-party entanglement, and propose new signals for four- and... Read More about Signals of multiparty entanglement and holography.

Ergodic semi-implicit approximations to periodic measures of stochastic differential equations with locally Lipschitz drifts—Error analysis in Wasserstein distance (2025)
Journal Article
Feng, C., Liu, Y., Liu, Y., & Zhao, H. (2025). Ergodic semi-implicit approximations to periodic measures of stochastic differential equations with locally Lipschitz drifts—Error analysis in Wasserstein distance. Journal of Differential Equations, 441, Article 113472. https://doi.org/10.1016/j.jde.2025.113472

We study numerical approximations to the periodic measures of time-periodic stochastic differential equations. For those systems with locally Lipschitz coefficients, while the explicit Euler-Maruyama scheme does not work, we carry out semi-implicit E... Read More about Ergodic semi-implicit approximations to periodic measures of stochastic differential equations with locally Lipschitz drifts—Error analysis in Wasserstein distance.

BV functions and sets of finite perimeter on configuration spaces (2025)
Journal Article
Brué, E., & Suzuki, K. (2025). BV functions and sets of finite perimeter on configuration spaces. Calculus of Variations and Partial Differential Equations, 64(6), Article 177. https://doi.org/10.1007/s00526-025-03015-4

In this paper, we aim to develop the foundations of a theory of BV functions in the configuration space over the Euclidean space Rn equipped with the Poisson measure π. We first construct the m-codimensional Poisson measure—formally written as “(∞-m)... Read More about BV functions and sets of finite perimeter on configuration spaces.