Marie Rognes
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Norwegian mathematician
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Marie Rognesmathematics Degrees
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Mathematics
Why Is Marie Rognes Influential?
(Suggest an Edit or Addition)According to Wikipedia, Marie Elisabeth Rognes is a Norwegian applied mathematician specializing in scientific computing and numerical methods for partial differential equations. She works at the Simula Research Laboratory, as one of their chief research scientists.
Marie Rognes's Published Works
Published Works
- The FEniCS Project Version 1.5 (2015) (1558)
- Unified form language: A domain-specific language for weak formulations of partial differential equations (2012) (371)
- Automated Derivation of the Adjoint of High-Level Transient Finite Element Programs (2012) (274)
- A Stabilized Nitsche Fictitious Domain Method for the Stokes Problem (2012) (159)
- FFC: the FEniCS Form Compiler (2012) (92)
- EFFICIENT ASSEMBLY OF H(div) AND H(curl) CONFORMING (2009) (82)
- A Nitsche-Based Cut Finite Element Method for a Fluid--Structure Interaction Problem (2013) (64)
- A stabilized Nitsche overlapping mesh method for the Stokes problem (2012) (64)
- A Cell-Based Framework for Numerical Modeling of Electrical Conduction in Cardiac Tissue (2017) (61)
- Respiratory influence on cerebrospinal fluid flow – a computational study based on long-term intracranial pressure measurements (2019) (56)
- Efficient Assembly of $H(\mathrmdiv) and H(\mathrmcurl)$ Conforming Finite Elements (2009) (55)
- Automating the solution of PDEs on the sphere and other manifolds in FEniCS 1.2 (2013) (50)
- Intracranial pressure elevation alters CSF clearance pathways (2019) (44)
- A Mixed Finite Element Method for Nearly Incompressible Multiple-Network Poroelasticity (2018) (42)
- Uncertainty quantification of parenchymal tracer distribution using random diffusion and convective velocity fields (2019) (31)
- The mechanisms behind perivascular fluid flow (2020) (30)
- Common and Unusual Finite Elements (2012) (29)
- Uncertainty in cardiac myofiber orientation and stiffnesses dominate the variability of left ventricle deformation response (2018) (28)
- Automated Goal-Oriented Error Control I: Stationary Variational Problems (2012) (27)
- MIXED FINITE ELEMENT METHODS FOR LINEAR VISCOELASTICITY USING WEAK SYMMETRY (2010) (26)
- Benchmarking FEniCS for mantle convection simulations (2013) (23)
- Efficient White Noise Sampling and Coupling for Multilevel Monte Carlo with Nonnested Meshes (2018) (21)
- fiat: The Finite Element Automated Tabulator (2016) (17)
- Finite Element Simulation of Ionic Electrodiffusion in Cellular Geometries (2020) (16)
- Adjoint multi-start-based estimation of cardiac hyperelastic material parameters using shear data (2016) (16)
- In vivo estimation of elastic heterogeneity in an infarcted human heart (2018) (15)
- Modelling of and Mixed Finite Element Methods for Gels in Biomedical Applications (2009) (14)
- High‐resolution data assimilation of cardiac mechanics applied to a dyssynchronous ventricle (2017) (14)
- Numerical study of intrathecal drug delivery to a permeable spinal cord: effect of catheter position and angle (2017) (11)
- Cbcbeat: an Adjoint-enabled Framework for Computational Cardiac Electrophysiology (2017) (11)
- Brain solute transport is more rapid in periarterial than perivenous spaces (2021) (11)
- ufl: The Unified Form Language (2016) (10)
- Mathematical Modeling of the Human Brain (2022) (10)
- Accurate discretization of poroelasticity without Darcy stability (2020) (8)
- Astrocytic Ion Dynamics: Implications for Potassium Buffering and Liquid Flow (2016) (8)
- Geometrically reduced modelling of pulsatile flow in perivascular networks (2021) (7)
- Fast uncertainty quantification of tracer distribution in the brain interstitial fluid with multilevel and quasi Monte Carlo (2020) (6)
- Stability of Lagrange elements for the mixed Laplacian (2009) (6)
- Modeling Excitable Tissue (2021) (6)
- Towards personalized computer simulation of breast cancer treatment: a multi-scale pharmacokinetic and pharmacodynamic model informed by multi-type patient data. (2019) (6)
- Inverse estimation of cardiac activation times via gradient‐based optimization (2018) (5)
- Abstractions and Automated Algorithms for Mixed Domain Finite Element Methods (2019) (5)
- Accurate numerical simulation of electrodiffusion and water movement in brain tissue (2021) (5)
- An overlapping mesh finite element method for a fluid-structure interaction problem (2013) (5)
- Solving the EMI Equations using Finite Element Methods (2020) (5)
- Parameter robust preconditioning by congruence for multiple-network poroelasticity (2020) (5)
- Automated Adjoints of Coupled PDE-ODE Systems (2017) (4)
- Supporting computer code for 'The FEniCS Project Version 1.5' (release notes) (2015) (4)
- CSF circulation and dispersion yield rapid clearance from intracranial compartments (2022) (4)
- Human intracranial pulsatility during the cardiac cycle: a computational modelling framework (2022) (3)
- Dynamic simulations of convection in the Earth’s mantle (2012) (3)
- Finite element simulation of ionicelectrodiffusion in cellular geometries (2019) (3)
- A scalable solver for a stochastic, hybrid cellular automaton model of personalized breast cancer therapy (2021) (2)
- Automated testing of saddle point stability conditions (2012) (2)
- Validating a Computational Framework for Ionic Electrodiffusion with Cortical Spreading Depression as a Case Study (2021) (2)
- A Newton Method for Fluid-Structure Interaction Using Full Jacobians Based on Automatic Form Differentiation (2012) (2)
- Are brain displacements and pressures within the parenchyma induced by surface pressure differences? A computational modelling study (2022) (2)
- A Stabilized Nitsche Fictitious Domain Method for the Stokes Problem (2014) (2)
- A Cell-Based Model for Ionic Electrodiffusion in Excitable Tissue (2020) (2)
- Human brain solute transport quantified by glymphatic MRI-informed biophysics during sleep and sleep deprivation (2023) (2)
- A posteriori error estimation and adaptivity for multiple-network poroelasticity (2021) (2)
- Mechanical Imaging of Dynamic Patient Stress Patterns (2015) (1)
- AN ANALYSIS OF THE SHOCK STRENGTH NEEDED TO ACHIEVE DEFIBRILLATION IN A SIMPLIFIED MATHEMATICAL MODEL OF CARDIAC TISSUE (2011) (1)
- Intracranial pressure elevation alters CSF clearance pathways (2020) (1)
- AUTOMATED ADJOINTS OF COUPLED PDE-ODE SYSTEMS\ast (2019) (1)
- Exploring Automated Adaptivity and Error Control (2010) (1)
- A mixed framework for topological model reduction of coupled PDEs (2021) (1)
- ffc_zenodo: Extrusion paper version (2016) (1)
- Firedrakeproject/Fiat: The Finite Element Automated Tabulator (2017) (1)
- The role of clearance in neurodegenerative diseases (2022) (1)
- Parameter robust preconditioning for multi-compartmental Darcy equations (2020) (1)
- Respiratory influence on cerebrospinal fluid flow – a computational study based on long-term intracranial pressure measurements (2019) (1)
- A stabilized Nitsche overlapping mesh method for the Stokes problem (2014) (1)
- PERSONALIZATION OF A CARDIAC COMPUTATIONAL MODEL USING CLINICAL MEASUREMENTS (2015) (0)
- A Generalized Finite Element Method for Simulating Flow Through Vascularized Tissue (0)
- Neural activity induces strongly coupled electro-chemo-mechanical interactions and fluid flow in astrocyte networks and extracellular space – a computational study (2023) (0)
- Mixed finite element methods with applications to viscoelasticity and gels (2009) (0)
- Robust Approximation of Generalized Biot-Brinkman Problems (2021) (0)
- Patientspecic modeling of Cardiac Mechanics using the Active Strain formulation (2014) (0)
- Adjoint multi-start-based estimation of cardiac hyperelastic material parameters using shear data (2016) (0)
- Uncertainty quantification of parenchymal tracer distribution using random diffusion and convective velocity fields (2019) (0)
- Poretrykk under betongdammer fundamentert på fjell (2014) (0)
- fiat: FIAT: The Finite Element Automated Tabulator (2016) (0)
- Waterscales: Mathematical and computational foundations for modelling cerebral fluid flow (2022) (0)
- Supporting material for the paper 'Unified Form Language: A domain-specific language for weak formulations of partial differential equations' (2012) (0)
- A Scalable Framework for Spectral Element Simulation of Complex Turbulent Flows (2018) (0)
- Optimization of Hopf bifurcation points (2022) (0)
- The modelling error in multi-dimensional time-dependent solute transport models (2023) (0)
- Optimal control of Hopf bifurcations (2022) (0)
- In vivo estimation of elastic heterogeneity in an infarcted human heart (2018) (0)
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