On the Global Convergence of Particle Swarm Optimization Methods
Huang, H
Qiu, J
Riedl, K
Applied Mathematics & Optimization
volume 88
issue 2
(31 May 2023)
Leveraging memory effects and gradient information in consensus-based optimisation: On global convergence in mean-field law
Riedl, K
European Journal of Applied Mathematics
volume 35
issue 4
483-514
(20 Oct 2023)
Consensus-based optimization methods converge globally
Fornasier, M
Klock, T
Riedl, K
SIAM Journal on Optimization
volume 34
issue 3
2973-3004
(03 Sep 2024)
Convergence of Anisotropic Consensus-Based Optimization in Mean-Field Law
Fornasier, M
Klock, T
Riedl, K
Applications of Evolutionary Computation
volume 13224
738-754
(15 Apr 2022)
Consensus-based optimisation with truncated noise
Fornasier, M
Richtárik, P
Riedl, K
Sun, L
European Journal of Applied Mathematics
1-24
(05 Apr 2024)
CBX: Python and Julia Packages for Consensus-Based
Interacting Particle Methods
Bailo, R
Barbaro, A
Gomes, S
Riedl, K
Roith, T
Totzeck, C
Vaes, U
Journal of Open Source Software
volume 9
issue 98
6611-6611
(21 Jun 2024)
Interacting Particle Methods
Insights and caveats from mining local and global temporal motifs in cryptocurrency transaction networks
Arnold, N
Zhong, P
Ba, C
Steer, B
Mondragon, R
Cuadrado, F
Lambiotte, R
Clegg, R
Scientific Reports
volume 14
issue 1
(04 Nov 2024)
Collective effect of self-learning and social learning on language dynamics: a naming game approach in social networks
Wen, T
Chen, Y
Lambiotte, R
Journal of the Royal Society Interface
volume 21
issue 221
(04 Dec 2024)
Investigation of logarithmic signatures for feature extraction and application to marine engine fault diagnosis
Patil, C
Theotokatos, G
Wu, Y
Lyons, T
Engineering Applications of Artificial Intelligence
volume 138
issue Part A
(25 Sep 2024)
This workshop will be held at Oxford on 9th-11th December 2024. The focus will be on Rough Path Analysis and its rapidly growing applications in Applied Stochastic Analysis, ranging from the resolution of ill-posed stochastic partial differential equations to new ways of handling high dimensional data.