| Nome |
# |
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An optimization approach for large scale simulations of discrete fracture network flows, file e384c42e-2662-d4b2-e053-9f05fe0a1d67
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3.044
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The virtual element method for discrete fracture network simulations, file e384c42e-2924-d4b2-e053-9f05fe0a1d67
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1.203
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On simulations of discrete fracture network flows with an optimization-based extended finite element method, file e384c42e-1e2d-d4b2-e053-9f05fe0a1d67
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845
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A PDE-constrained optimization formulation for discrete fracture network flows, file e384c42e-1564-d4b2-e053-9f05fe0a1d67
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829
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Order preserving SUPG stabilization for the Virtual Element formulation of advection-diffusion problems, file e384c42e-f161-d4b2-e053-9f05fe0a1d67
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561
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Coupling traffic models on networks and urban dispersion models for simulating sustainable mobility strategies, file e384c42e-17ad-d4b2-e053-9f05fe0a1d67
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531
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Towards effective flow simulations in realistic Discrete Fracture Networks, file e384c42e-38a2-d4b2-e053-9f05fe0a1d67
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442
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Efficient combustion parameter prediction and performance optimization for a diesel engine with a low throughput combustion model, file e384c42e-86ff-d4b2-e053-9f05fe0a1d67
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425
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A parallel solver for large scale DFN flow simulations, file e384c42f-c77e-d4b2-e053-9f05fe0a1d67
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422
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Uncertainty quantification in Discrete Fracture Network models: stochastic fracture transmissivity, file e384c42e-34fc-d4b2-e053-9f05fe0a1d67
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406
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A local-in-space-timestep approach to a finite element discretization of the heat equation with a posteriori estimates, file e384c42e-04d9-d4b2-e053-9f05fe0a1d67
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391
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Orthogonal polynomials in badly shaped polygonal elements for the Virtual Element Method, file e384c42f-5d7c-d4b2-e053-9f05fe0a1d67
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375
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A hybrid mortar virtual element method for discrete fracture network simulations, file e384c42e-5f47-d4b2-e053-9f05fe0a1d67
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336
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A globally conforming method for solving flow in discrete fracture networks using the Virtual Element Method, file e384c42e-665c-d4b2-e053-9f05fe0a1d67
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329
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Flow simulations in porous media with immersed intersecting fractures, file e384c42f-8fc7-d4b2-e053-9f05fe0a1d67
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299
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Adaptive discretization of the stationary and incompressible Navier-Stokes equations by stabilized Finite Element Methods, file e384c42d-dfbf-d4b2-e053-9f05fe0a1d67
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287
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An adaptive WEM algorithm for solving elliptic boundary value problems in fairly general domains, file e384c42d-f4c2-d4b2-e053-9f05fe0a1d67
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287
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Orthogonal polynomials in badly shaped polygonal elements for the Virtual Element Method, file e384c42f-0f09-d4b2-e053-9f05fe0a1d67
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279
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Flow simulations in porous media with immersed intersecting fractures, file e384c42f-7744-d4b2-e053-9f05fe0a1d67
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266
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A globally conforming method for solving flow in discrete fracture networks using the Virtual Element Method, file e384c42e-3a10-d4b2-e053-9f05fe0a1d67
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251
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Uncertainty quantification in Discrete Fracture Network models: stochastic geometry, file e384c430-0227-d4b2-e053-9f05fe0a1d67
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242
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Robust a posteriori error estimates for finite element discretizations of the heat equation with discontinuous coefficients, file e384c42d-f4c1-d4b2-e053-9f05fe0a1d67
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124
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Robustness in a posteriori error analysis for FEM flow models, file e384c42d-dfc2-d4b2-e053-9f05fe0a1d67
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115
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Skipping transition conditions in a posteriori error estimates for finite element discretizations of parabolic equations,, file e384c42e-038e-d4b2-e053-9f05fe0a1d67
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111
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A Residual A Posteriori error estimate for the Virtual Element Method, file e384c42f-5c3a-d4b2-e053-9f05fe0a1d67
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81
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Graph-Informed Neural Networks for Regressions on Graph-Structured Data, file e384c434-81d0-d4b2-e053-9f05fe0a1d67
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79
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A posteriori error estimate for a PDE-constrained optimization formulation for the flow in DFNs, file e384c433-43b7-d4b2-e053-9f05fe0a1d67
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74
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Subsidence and safety analysis, file e384c432-c247-d4b2-e053-9f05fe0a1d67
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72
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A Virtual Element Method for the Two-Phase Flow of Immiscible Fluids in Porous Media, file e384c433-ae8a-d4b2-e053-9f05fe0a1d67
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71
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Lowest order stabilization free Virtual Element Method for the Poisson equation, file e384c433-1763-d4b2-e053-9f05fe0a1d67
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58
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Numerical simulation of low-Reynolds number flows past rectangular cylinders based on adaptive finite element and finite volume methods, file e384c42e-0b31-d4b2-e053-9f05fe0a1d67
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54
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3D-1D coupling on non conforming meshes via a three-field optimization based domain decomposition, file e384c434-0d3a-d4b2-e053-9f05fe0a1d67
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48
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Virtual Element simulation of two-phase flow of immiscible fluids in Discrete Fracture Networks, file e384c434-9a0c-d4b2-e053-9f05fe0a1d67
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48
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Non-stationary transport phenomena in networks of fractures: effective simulations and stochastic analysis, file e384c42f-525c-d4b2-e053-9f05fe0a1d67
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46
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Refinement strategies for polygonal meshes applied to adaptive VEM discretization, file e384c432-dfc4-d4b2-e053-9f05fe0a1d67
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45
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Machine learning for flux regression in discrete fracture networks, file e384c433-94cc-d4b2-e053-9f05fe0a1d67
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42
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Geological surface reconstruction from 3D point clouds, file e384c433-b9f9-d4b2-e053-9f05fe0a1d67
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40
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A three-field based optimization formulation for flow simulations in networks of fractures on non-conforming meshes, file e384c433-9a2a-d4b2-e053-9f05fe0a1d67
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39
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Parallel meshing, discretization and computation of flow in massive discrete fracture networks, file e384c430-daec-d4b2-e053-9f05fe0a1d67
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38
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Performance Analysis of Multi-Task Deep Learning Models for Flux Regression in Discrete Fracture Networks, file e384c433-2118-d4b2-e053-9f05fe0a1d67
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38
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Comparison of standard and stabilization free Virtual Elements on anisotropic elliptic problems, file e384c434-a811-d4b2-e053-9f05fe0a1d67
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33
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Agglomeration-based geometric multigrid schemes for the Virtual Element Method, file e384c434-bb41-d4b2-e053-9f05fe0a1d67
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32
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Layer-wise relevance propagation for backbone identification in discrete fracture networks, file e384c434-352b-d4b2-e053-9f05fe0a1d67
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26
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Parallel meshing, discretization and computation of flow in massive discrete fracture networks, file e384c431-52c0-d4b2-e053-9f05fe0a1d67
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21
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An optimization approach for flow simulations in poro-fractured media with complex geometries, file e384c432-ae6d-d4b2-e053-9f05fe0a1d67
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19
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Multilevel Monte Carlo predictions of first passage times in three‐dimensional discrete fracture networks: a graph‐based approach, file e384c432-81b0-d4b2-e053-9f05fe0a1d67
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18
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An invariances-preserving vector basis neural network for the closure of Reynolds-averaged Navier-Stokes equations by the divergence of the Reynolds stress tensor, file af4eeaf1-bde9-4f81-916f-ea927bc5ba21
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16
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A globally conforming method for solving flow in discrete fracture networks using the Virtual Element Method, file e384c42e-6449-d4b2-e053-9f05fe0a1d67
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16
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Reliable a posteriori mesh adaptivity in discrete fracture network flow simulations, file e384c430-b48d-d4b2-e053-9f05fe0a1d67
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16
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Subsidence and safety analysis, file e384c432-b08e-d4b2-e053-9f05fe0a1d67
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15
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Solving PDEs by variational physics-informed neural networks: an a posteriori error analysis, file 354e9e4c-e425-497d-9a22-8b9a58a4b6cc
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13
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Variational Physics Informed Neural Networks: the role of quadratures and test functions, file 5a12e7df-423f-4ed9-91c8-2c4a30244578
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11
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A first-order stabilization-free Virtual Element Method, file 3bed3f2b-5de8-45a9-b4d1-fb69c6074aff
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10
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A hybrid mortar virtual element method for discrete fracture network simulations, file e384c42e-6ed4-d4b2-e053-9f05fe0a1d67
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9
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Fast and robust flow simulations in discrete fracture networks with GPGPUs, file e384c430-bd05-d4b2-e053-9f05fe0a1d67
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9
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Multilevel Monte Carlo predictions of first passage times in three‐dimensional discrete fracture networks: a graph‐based approach, file e384c432-7ea3-d4b2-e053-9f05fe0a1d67
|
9
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Efficient partitioning of conforming virtual element discretizations for large scale discrete fracture network flow parallel solvers, file 2cafbddb-1c06-45c2-b7c7-ecb477856584
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8
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Efficient partitioning of conforming virtual element discretizations for large scale discrete fracture network flow parallel solvers, file bbbd4938-8886-4ff9-adad-6e20de2e64b8
|
7
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SUPG stabilization for the nonconforming virtual element method for advection–diffusion–reaction equations, file e384c432-67da-d4b2-e053-9f05fe0a1d67
|
7
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Predicting flux in Discrete Fracture Networks via Graph Informed Neural Networks, file 5da29d8d-0661-4f5c-8381-9a4c81aff608
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6
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A new quality preserving polygonal mesh refinement algorithm for Polygonal Element Methods, file a04cc839-1759-4d1b-aeae-c3018888189d
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6
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Towards effective flow simulations in realistic Discrete Fracture Networks, file e384c42e-8774-d4b2-e053-9f05fe0a1d67
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6
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Orthogonal polynomials in badly shaped polygonal elements for the Virtual Element Method, file e384c42f-5d7d-d4b2-e053-9f05fe0a1d67
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6
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Unsteady advection-diffusion simulations in complex Discrete Fracture Networks with an optimization approach, file e384c430-3b8e-d4b2-e053-9f05fe0a1d67
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6
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An optimization approach for flow simulations in poro-fractured media with complex geometries, file e384c432-918f-d4b2-e053-9f05fe0a1d67
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6
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Virtual Element simulation of two-phase flow of immiscible fluids in Discrete Fracture Networks, file 736b95f1-be61-408f-b78c-dba46eeb00a8
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5
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A stabilization-free Virtual Element Method based on divergence-free projections, file af62db25-2131-4aa6-8b88-7c553beeec5c
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5
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A gradient based resolution strategy for a PDE-constrained optimization approach for 3D-1D coupled problems, file e384c434-0fa7-d4b2-e053-9f05fe0a1d67
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5
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A robust VEM-based approach for flow simulations in poro-fractured media, file e384c434-2a2e-d4b2-e053-9f05fe0a1d67
|
5
|
|
A Virtual Element Method for the Two-Phase Flow of Immiscible Fluids in Porous Media, file e384c434-874e-d4b2-e053-9f05fe0a1d67
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5
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Mesh quality agglomeration algorithm for the virtual element method applied to discrete fracture networks, file 62c77ddd-402a-4a33-8d92-ae653c820fc5
|
4
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Anisotropic a posteriori error estimate for the virtual element method, file b97d87a9-3a60-44a6-ab22-0ff774648ae9
|
4
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Uncertainty quantification in Discrete Fracture Network models: stochastic fracture transmissivity, file e384c42f-2aff-d4b2-e053-9f05fe0a1d67
|
4
|
|
A parallel solver for large scale DFN flow simulations, file e384c42f-9019-d4b2-e053-9f05fe0a1d67
|
4
|
|
Advanced computation of steady-state fluid flow in discrete fracture-matrix models: FEM-BEM and VEM-VEM fracture-block coupling, file e384c430-3f54-d4b2-e053-9f05fe0a1d67
|
4
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|
New strategies for the simulation of the flow in three dimensional poro-fractured media, file e384c430-6788-d4b2-e053-9f05fe0a1d67
|
4
|
|
Parallel meshing, discretization and computation of flow in massive Discrete Fracure Networks, file e384c430-7962-d4b2-e053-9f05fe0a1d67
|
4
|
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Enforcing Dirichlet boundary conditions in physics-informed neural networks and variational physics-informed neural networks, file 35283b17-92fd-4bfb-879d-695fedb3c4e3
|
3
|
|
An optimization based 3D-1D coupling strategy for tissue perfusion and chemical transport during tumor-induced angiogenesis, file 3b37e36f-21a9-4f85-9359-ffa385245126
|
3
|
|
Anisotropic a posteriori error estimate for the virtual element method, file 6ef39fc8-f3be-4ca3-9e1f-65ce3db96d0e
|
3
|
|
Improving high-order VEM stability on badly-shaped elements, file 7e81c6c5-528e-45a3-b652-73ae69d6f5f8
|
3
|
|
The mixed virtual element discretization for highly-anisotropic problems: the role of the boundary degrees of freedom, file b3af8b34-04e0-4738-94d2-b35727020a46
|
3
|
|
A first-order stabilization-free Virtual Element Method, file c9a927c4-1fda-4490-ac04-e7ea156b3daf
|
3
|
|
An optimization approach for large scale simulations of discrete fracture network flows, file e384c42e-203f-d4b2-e053-9f05fe0a1d67
|
3
|
|
The virtual element method for discrete fracture network simulations, file e384c42e-6af2-d4b2-e053-9f05fe0a1d67
|
3
|
|
A Virtual Element Method for the Two-Phase Flow of Immiscible Fluids in Porous Media, file e384c434-6a34-d4b2-e053-9f05fe0a1d67
|
3
|
|
MATLAB code for highly energetic materials, file 0151d635-75e4-47e1-862e-7d8ee243a3a5
|
2
|
|
Discrete Fracture Network insights by eXplainable AI, file 08ac3da8-e44b-463f-8f84-dfdfa2ec0b95
|
2
|
|
Mesh quality agglomeration algorithm for the virtual element method applied to discrete fracture networks, file 1057bf2f-5a62-4a28-9187-7903921b1d4e
|
2
|
|
Weak Scalability of Domain Decomposition Methods for Discrete Fracture Networks, file 374ffa36-d1ef-48ce-a35f-14b077307b02
|
2
|
|
A first-order stabilization-free Virtual Element Method, file 88b8c76a-777d-4dd5-b88b-e341d9c599d4
|
2
|
|
An invariances-preserving vector basis neural network for the closure of Reynolds-averaged Navier-Stokes equations by the divergence of the Reynolds stress tensor, file 8f14ff1d-629f-406a-9e1e-676e87d2464e
|
2
|
|
A PDE-constrained optimization method for 3D-1D coupled problems with discontinuous solutions, file 990cfc4d-383b-4b40-ad82-3233395eed72
|
2
|
|
Improving high-order VEM stability on badly-shaped elements, file a6c9e37e-6bff-4d20-ace0-ccff29026aac
|
2
|
|
Non-stationary transport phenomena in networks of fractures: effective simulations and stochastic analysis, file e384c42f-5434-d4b2-e053-9f05fe0a1d67
|
2
|
|
Order preserving SUPG stabilization for the Virtual Element formulation of advection-diffusion problems, file e384c42f-722b-d4b2-e053-9f05fe0a1d67
|
2
|
|
Flow simulations in porous media with immersed intersecting fractures, file e384c42f-88a7-d4b2-e053-9f05fe0a1d67
|
2
|
|
Refinement strategies for polygonal meshes applied to adaptive VEM discretization, file e384c432-b6bd-d4b2-e053-9f05fe0a1d67
|
2
|
|
A Residual A Posteriori error estimate for the Virtual Element Method, file e384c433-3e41-d4b2-e053-9f05fe0a1d67
|
2
|
|
A robust VEM-based approach for flow simulations in poro-fractured media, file e384c434-02d7-d4b2-e053-9f05fe0a1d67
|
2
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| Totale |
13.712 |
Archivio Istituzionale della Ricerca