8 citations
- Azrieli College of Engineering JerusalemIL4 papers
- Ho Chi Minh City University of ScienceVN4 papers
- Vietnam National University Ho Chi Minh CityVN4 papers
- Ho Chi Minh City International UniversityVN2 papers
- Copenhagen Business SchoolDK1 paper
- Deakin UniversityAU1 paper
- Hong Kong University of Science and TechnologyHK1 paper
- Max Planck Institute for Mathematics in the SciencesDE1 paper
- Santa Fe InstituteUS1 paper
- Telstra (Australia)AU1 paper
- The Ocean FoundationUS1 paper
- Universidad Nacional de ColombiaCO1 paper
9 papers
SynRXN: An Open Benchmark and Curated Dataset for Computational Reaction Modeling
Tieu-Long Phan, Nhu-Ngoc Nguyen Song, Peter F. Stadler
We present SynRXN, a unified benchmarking framework and open-data resource for computer-aided synthesis planning (CASP). SynRXN decomposes end-to-end synthesis planning into five t…
MSC: A Marine Wildlife Video Dataset with Grounded Segmentation and Clip-Level Captioning
Quang-Trung Truong, Yuk-Kwan Wong, Vo Hoang Kim Tuyen Dang +3
Marine videos present significant challenges for video understanding due to the dynamics of marine objects and the surrounding environment, camera motion, and the complexity of und…
A Finite Difference Scheme for (2+1)D Cubic-Quintic Nonlinear Schrödinger Equations with Nonlinear Damping
Anh Ha Le, Toan T. Huynh, Quan M. Nguyen
Solitons of the purely cubic nonlinear Schrödinger equation in a space dimension of suffer critical and supercritical collapses. These solitons can be stabilized in a cu…
Highly controllable stabilization and switching of multiple colliding soliton sequences with generic Ginzburg-Landau gain-loss
Avner Peleg, Toan T. Huynh
We investigate propagation of J soliton sequences in a nonlinear optical waveguide array with generic weak Ginzburg-Landau (GL) gain-loss and nearest-neighbor (NN) interaction. The…
Analysis of a Crank-Nicolson finite difference scheme for (2+1)D perturbed nonlinear Schrödinger equations with saturable nonlinearity
Anh-Ha Le, Toan T. Huynh, Quan M. Nguyen
We analyze a Crank-Nicolson finite difference discretization for the perturbed (2+1)D nonlinear Schrödinger equation with saturable nonlinearity and a perturbation of cubic loss. W…
Fast two-pulse collisions in linear diffusion-advection systems with weak quadratic loss in spatial dimension 2
Avner Peleg, Toan T. Huynh
We investigate the dynamics of fast two-pulse collisions in linear diffusion-advection systems with weak quadratic loss in spatial dimension 2. We introduce a two-dimensional pertu…