:: Library Catalog

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I tiakina i:

Ngā taipitopito rārangi puna kōrero
Kaituhi matua:	Roberts, A. J.
Hōputu:	Preprint
I whakaputaina:	2001
Ngā marau:	Numerical Analysis
Urunga tuihono:	https://arxiv.org/abs/math/0110153
Ngā Tūtohu:	Tāpirihia he Tūtohu Kāore He Tūtohu, Me noho koe te mea tuatahi ki te tūtohu i tēnei pūkete!

Ngā tūemi rite

A step towards holistic discretisation of stochastic partial differential equations
mā: Roberts, A. J.
I whakaputaina: (2003)

A Mathematical Analysis of a Smooth-Convex-Concave Splitting Scheme for the Swift--Hohenberg Equation
mā: Yonekura, Yuki, me ētahi atu.
I whakaputaina: (2026)

Proving periodic solutions and branches in the 2D Swift Hohenberg PDE with hexagonal and triangular symmetry
mā: Blanco, Dominic
I whakaputaina: (2026)

Holistic finite differences accurately model the dynamics of the Kuramoto-Sivashinsky equation
mā: MacKenzie, T., me ētahi atu.
I whakaputaina: (2000)

Derive boundary conditions for holistic discretisations of Burgers' equation
mā: Roberts, A. J.
I whakaputaina: (2001)

Sharp error bounds for edge-element discretisations of the high-frequency Maxwell equations
mā: Chaumont-Frelet, Théophile, me ētahi atu.
I whakaputaina: (2024)

Preconditioning FEM discretisations of the high-frequency Helmholtz and Maxwell equations by either perturbing the coefficients or adding absorption
mā: Spence, Euan A.
I whakaputaina: (2025)

Half-closed discontinuous Galerkin discretisations
mā: Pan, Yulong, me ētahi atu.
I whakaputaina: (2024)

On the numerical stability of discretised Optimal Control Problems
mā: Bijalwan, Ashutosh, me ētahi atu.
I whakaputaina: (2023)

Exploring forms of the moist shallow water equations using a new compatible finite element discretisation
mā: Hartney, Nell, me ētahi atu.
I whakaputaina: (2024)

STLCutters.jl: A scalable geometrical framework library for unfitted finite element discretisations
mā: Martorell, Pere A., me ētahi atu.
I whakaputaina: (2024)

Regularisation for the approximation of functions by mollified discretisation methods
mā: Pouchol, Camille, me ētahi atu.
I whakaputaina: (2024)

Pattern formation in a Swift-Hohenberg equation with spatially periodic coefficients
mā: Kamphuis, Jolien, me ētahi atu.
I whakaputaina: (2025)

Analysis of BDDC preconditioners for non-conforming polytopal hybrid discretisation methods
mā: Badia, Santiago, me ētahi atu.
I whakaputaina: (2025)

Global and local helicity-preservation in the finite element discretisation of magnetic relaxation
mā: Farrell, Patrick E., me ētahi atu.
I whakaputaina: (2026)

Fast and accurate multigrid solution of Poissons equation using diagonally oriented grids
mā: Roberts, A. J.
I whakaputaina: (1999)

Well-posedness and time stepping adaptivity for a class of collocation discretisations of time-fractional subdiffusion equations
mā: Franz, Sebastian, me ētahi atu.
I whakaputaina: (2026)

A discrete trace theory for non-conforming polytopal hybrid discretisation methods
mā: Badia, Santiago, me ētahi atu.
I whakaputaina: (2024)

Conformal variational discretisation of infinite dimensional Hamiltonian systems with gradient flow dissipation
mā: Lombardi, Damiano, me ētahi atu.
I whakaputaina: (2024)

Condition number for finite element discretisation of nonlocal PDE systems with applications to biology
mā: Adebayo, Olusegun E., me ētahi atu.
I whakaputaina: (2025)

Review of thermodynamic structures and structure-preserving discretisations of Cahn--Hilliard-type models
mā: Brunk, Aaron, me ētahi atu.
I whakaputaina: (2026)

Large time-step discretisation of adiabatic quantum dynamics
mā: An, Dong, me ētahi atu.
I whakaputaina: (2025)

Diffusion Synthetic Acceleration for polytopic discretisations of Boltzmann transport
mā: Calloo, Ansar, me ētahi atu.
I whakaputaina: (2026)

Splitting horizontal and vertical polynomial order in a compatible finite element discretisation for numerical weather prediction
mā: Witt, Daniel, me ētahi atu.
I whakaputaina: (2026)

Local asymptotics for the nonlocal Swift-Hohenberg equation
mā: Davoli, Elisa, me ētahi atu.
I whakaputaina: (2025)

A comparison of variational upwinding schemes for geophysical fluids, and their application to potential enstrophy conserving discretisations
mā: Lee, David, me ētahi atu.
I whakaputaina: (2022)

An posteriori error estimator for discontinuous Galerkin discretisations of convection-diffusion problems with application to Earth's mantle convection simulations
mā: Barry, Tiffany, me ētahi atu.
I whakaputaina: (2025)

A structure-preserving discretisation of SO(3)-rotation fields for finite Cosserat micropolar elasticity
mā: Schek, Lucca, me ētahi atu.
I whakaputaina: (2026)

Strong convergence of parabolic rate $1$ of discretisations of stochastic Allen-Cahn-type equations
mā: Gerencsér, Máté, me ētahi atu.
I whakaputaina: (2022)

A sparse spectral method for fractional differential equations in one-spatial dimension
mā: Papadopoulos, Ioannis P. A., me ētahi atu.
I whakaputaina: (2022)

High-order adaptive time discretisation of one-dimensional low-Mach reacting flows: a case study of solid propellant combustion
mā: François, Laurent, me ētahi atu.
I whakaputaina: (2020)

Holistic projection of initial conditions onto a finite difference approximation
mā: Roberts, A. J.
I whakaputaina: (2001)

Fourier pseudospectral methods for the spatial variable-order fractional wave equations
mā: Zhang, Yanzhi, me ētahi atu.
I whakaputaina: (2023)

Geometric adaptive smoothed aggregation multigrid for discontinuous Galerkin discretisations
mā: Pan, Yulong, me ētahi atu.
I whakaputaina: (2025)

Matrix equation representation of the convolution equation and its unique solvability
mā: Satake, Yuki, me ētahi atu.
I whakaputaina: (2023)

LDG method for solving spatial and temporal fractional nonlinear convection-diffusion equations
mā: Rajabzadeh, Majid, me ētahi atu.
I whakaputaina: (2026)

A higher-order three-scale computational method for efficient nonlinear thermo-mechanical coupling simulation of heterogeneous structures with multiple spatial scales
mā: Dong, Hao, me ētahi atu.
I whakaputaina: (2025)

A corrected quadrature formula and applications
mā: Ujevic, Nenad, me ētahi atu.
I whakaputaina: (2003)

The geometric error is less than the pollution error when solving the high-frequency Helmholtz equation with high-order FEM on curved domains
mā: Chaumont-Frelet, Théophile, me ētahi atu.
I whakaputaina: (2024)

Nonlinear instability of rolls in the 2-dimensional generalized Swift-Hohenberg equation
mā: Chae, Myeongju, me ētahi atu.
I whakaputaina: (2025)