+
PDF
Chat
|
The Kato square root problem for weighted parabolic operators
|
2024
|
Alireza Ataei
Moritz Egert
Kaj Nyström
|
+
|
Solvability of the $\mathrm{L}^{p}$ Dirichlet problem for the heat equation is equivalent to parabolic uniform rectifiability in the case of a parabolic Lipschitz graph
|
2024
|
Simon Bortz
Steve Hofmann
José María Martell
Kaj Nyström
|
+
PDF
Chat
|
On Fundamental Solutions and Gaussian Bounds for Degenerate Parabolic Equations with Time-dependent Coefficients
|
2024
|
Alireza Ataei
Kaj Nyström
|
+
|
Higher order interpolative geometries and gradient regularity in evolutionary obstacle problems
|
2024
|
Sunghan Kim
Kaj Nyström
|
+
PDF
Chat
|
A Galerkin type method for kinetic Fokker-Planck equations based on Hermite expansions
|
2023
|
Benny Avelin
Mingyi Hou
Kaj Nyström
|
+
PDF
Chat
|
A structure theorem for elliptic and parabolic operators with applications to homogenization of operators of Kolmogorov type
|
2023
|
Malte Litsgård
Kaj Nyström
|
+
PDF
Chat
|
Carleson measure estimates for caloric functions and parabolic uniformly rectifiable sets
|
2023
|
Simon Bortz
John W. Hoffman
Steve Hofmann
José Luis Luna García
Kaj Nyström
|
+
|
Solving the Dirichlet problem for the Monge–Ampère equation using neural networks
|
2023
|
Kaj Nyström
Matias Vestberg
|
+
PDF
Chat
|
Corona Decompositions for Parabolic Uniformly Rectifiable Sets
|
2023
|
Simon Bortz
J. William Hoffman
Steve Hofmann
José Luis Luna-Garcia
Kaj Nyström
|
+
|
On fundamental solutions and Gaussian bounds for degenerate parabolic equations with time-dependent coefficients
|
2023
|
Alireza Ataei
Kaj Nyström
|
+
|
A Galerkin type method for kinetic Fokker Planck equations based on Hermite expansions
|
2023
|
Benny Avelin
Mingyi Hou
Kaj Nyström
|
+
PDF
Chat
|
Square function estimates for the evolutionary p-Laplace equation
|
2023
|
Kaj Nyström
|
+
|
Solvability of the $L^p$ Dirichlet problem for the heat equation is equivalent to parabolic uniform rectifiability in the case of a parabolic Lipschitz graph
|
2023
|
Simon Bortz
Steven Hofmann
José María Martell
Kaj Nyström
|
+
|
Higher order interpolative geometries and gradient regularity in evolutionary obstacle problems
|
2023
|
Sunghan Kim
Kaj Nyström
|
+
PDF
Chat
|
On local regularity estimates for fractional powers of parabolic operators with time-dependent measurable coefficients
|
2022
|
Malte Litsgård
Kaj Nyström
|
+
|
Tug-of-war with Kolmogorov
|
2022
|
Carmina Fjellström
Kaj Nyström
Matias Vestberg
|
+
|
Asymptotic mean value formulas, nonlocal space-time parabolic operators and anomalous tug-of-war games
|
2022
|
Carmina Fjellström
Kaj Nyström
Yuqiong Wang
|
+
PDF
Chat
|
Coronizations and big pieces in metric spaces
|
2022
|
Simon Bortz
John W. Hoffman
Steve Hofmann
Jose Luis Luna-Garcia
Kaj Nyström
|
+
|
Deep learning, stochastic gradient descent and diffusion maps
|
2022
|
Carmina Fjellström
Kaj Nyström
|
+
PDF
Chat
|
On big pieces approximations of parabolic hypersurfaces
|
2022
|
Simon Bortz
John W. Hoffman
Steve Hofmann
José Luis Luna-Garcia
Kaj Nyström
|
+
|
On regularity and existence of weak solutions to nonlinear Kolmogorov-Fokker-Planck type equations with rough coefficients
|
2022
|
Prashanta Garain
Kaj Nyström
|
+
|
Deep learning, stochastic gradient descent and diffusion maps
|
2022
|
Carmina Fjellström
Kaj Nyström
|
+
|
On regularity and existence of weak solutions to nonlinear Kolmogorov-Fokker-Planck type equations with rough coefficients
|
2022
|
Prashanta Garain
Kaj Nyström
|
+
|
Tug-of-war with Kolmogorov
|
2022
|
Carmina Fjellström
Kaj Nyström
Matias Vestberg
|
+
|
The Kato square root problem for weighted parabolic operators
|
2022
|
Alireza Ataei
Moritz Egert
Kaj Nyström
|
+
|
Square function estimates for the evolutionary p-Laplace equation
|
2022
|
Kaj Nyström
|
+
|
The Kato square root problem for parabolic operators with an anti-symmetric part in BMO
|
2022
|
Alireza Ataei
Kaj Nyström
|
+
|
Asymptotic mean value formulas, nonlocal space-time parabolic operators and anomalous tug-of-war games
|
2022
|
Carmina Fjellström
Kaj Nyström
Yuqiong Wang
|
+
|
Potential theory for a class of strongly degenerate parabolic operators of Kolmogorov type with rough coefficients
|
2021
|
Malte Litsgård
Kaj Nyström
|
+
|
Solving the Dirichlet problem for the Monge-Amp\`ere equation using neural networks
|
2021
|
Kaj Nyström
Matias Vestberg
|
+
|
Neural networks as smooth priors for inverse problems for PDEs
|
2021
|
Jens Berg
Kaj Nyström
|
+
|
The Dirichlet problem for Kolmogorov-Fokker-Planck type equations with rough coefficients
|
2021
|
Malte Litsgård
Kaj Nyström
|
+
PDF
Chat
|
Hawkes-based models for high frequency financial data
|
2021
|
Kaj Nyström
Ch. Zhang
|
+
|
On the fine properties of parabolic measures associated to strongly degenerate parabolic operators of Kolmogorov type
|
2021
|
Malte Litsgård
Kaj Nyström
|
+
|
Fractional powers of parabolic operators with time-dependent measurable coefficients.
|
2021
|
Malte Litsgård
Kaj Nyström
|
+
|
Parabolic Singular Integrals with Nonhomogeneous Kernels
|
2021
|
Simon Bortz
John W. Hoffman
Steve Hofmann
Jose-Luis Luna Garcia
Kaj Nyström
|
+
|
Solving the Dirichlet problem for the Monge-Ampère equation using neural networks
|
2021
|
Kaj Nyström
Matias Vestberg
|
+
|
Corona Decompositions for Parabolic Uniformly Rectifiable Sets
|
2021
|
Simon Bortz
John P. Hoffman
Steve Hofmann
José Luis Luna García
Kaj Nyström
|
+
|
Carleson measure estimates for caloric functions and parabolic uniformly rectifiable sets
|
2021
|
Simon Bortz
John P. Hoffman
Steve Hofmann
José Luis Luna García
Kaj Nyström
|
+
|
On Big Pieces approximations of parabolic hypersurfaces
|
2021
|
Simon Bortz
John P. Hoffman
Steve Hofmann
José Luis Luna-Garcia
Kaj Nyström
|
+
|
L$^2$ well-posedness of boundary value problems for parabolic systems with measurable coefficients
|
2020
|
Pascal Auscher
Moritz Egert
Kaj Nyström
|
+
PDF
Chat
|
Neural ODEs as the deep limit of ResNets with constant weights
|
2020
|
Benny Avelin
Kaj Nyström
|
+
|
Potential theory for a class of strongly degenerate parabolic operators of Kolmogorov type with rough coefficients
|
2020
|
Malte Litsgård
Kaj Nyström
|
+
|
A structure theorem for elliptic and parabolic operators with applications to homogenization of operators of Kolmogorov type
|
2020
|
Malte Litsgård
Kaj Nyström
|
+
|
The Dirichlet problem for Kolmogorov-Fokker-Planck type equations with rough coefficients
|
2020
|
Malte Litsgård
Kaj Nyström
|
+
|
Coronizations and big pieces in metric spaces
|
2020
|
Simon Bortz
John P. Hoffman
Steve Hofmann
José Luis Luna García
Kaj Nyström
|
+
|
Neural ODEs as the Deep Limit of ResNets with constant weights
|
2019
|
Benny Avelin
Kaj Nyström
|
+
PDF
Chat
|
Data-driven discovery of PDEs in complex datasets
|
2019
|
Jens Berg
Kaj Nyström
|
+
|
Neural ODEs as the Deep Limit of ResNets with constant weights
|
2019
|
Benny Avelin
Kaj Nyström
|
+
PDF
Chat
|
A unified deep artificial neural network approach to partial differential equations in complex geometries
|
2018
|
Jens Berg
Kaj Nyström
|
+
PDF
Chat
|
Boundary behavior of solutions to the parabolic p-Laplace equation
|
2018
|
Benny Avelin
Tuomo Kuusi
Kaj Nyström
|
+
PDF
Chat
|
Quasi-linear PDEs and low-dimensional sets
|
2018
|
John L. Lewis
Kaj Nyström
|
+
PDF
Chat
|
The Dirichlet problem for second order parabolic operators in divergence form
|
2018
|
Pascal Auscher
Moritz Egert
Kaj Nyström
|
+
PDF
Chat
|
On the parabolic Lipschitz approximation of parabolic uniform rectifiable sets
|
2017
|
Kaj Nyström
Martin Strömqvist
|
+
PDF
Chat
|
The A∞-property of the Kolmogorov measure
|
2017
|
Kaj Nyström
|
+
PDF
Chat
|
The weak-A∞ property of harmonic and p-harmonic measures implies uniform rectifiability
|
2017
|
Steve Hofmann
Le Dinh Long
José María Martell
Kaj Nyström
|
+
PDF
Chat
|
A new characterization of chord-arc domains
|
2017
|
Jonas Azzam
Steve Hofmann
José María Martell
Kaj Nyström
Tatiana Toro
|
+
|
Neural network augmented inverse problems for PDEs
|
2017
|
Jens Berg
Kaj Nyström
|
+
|
L2 Solvability of boundary value problems for divergence form parabolic equations with complex coefficients
|
2016
|
Kaj Nyström
|
+
PDF
Chat
|
The Dirichlet problem for second order parabolic operators in divergence
form
|
2016
|
Pascal Auscher
Moritz Egert
Kaj Nyström
|
+
PDF
Chat
|
Boundedness of single layer potentials associated to divergence form parabolic equations with complex coefficients
|
2016
|
Alejandro J. Castro
Kaj Nyström
Olow Sande
|
+
|
Boundary value problems for parabolic systems via a first order approach
|
2016
|
Pascal Auscher
Moritz Egert
Kaj Nyström
|
+
|
$L^2$ well-posedness of boundary value problems for parabolic systems with measurable coefficients
|
2016
|
Pascal Auscher
Moritz Egert
Kaj Nyström
|
+
PDF
Chat
|
Extension properties and boundary estimates for a fractional heat operator
|
2016
|
Kaj Nyström
Olow Sande
|
+
|
$L^2$ Solvability of boundary value problems for divergence form parabolic equations with complex coefficients
|
2016
|
Kaj Nyström
|
+
|
Square function estimates and the Kato problem for second order parabolic operators in <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.gif" overflow="scroll"><mml:msup><mml:mrow><mml:mi mathvariant="double-struck">R</mml:mi></mml:mrow><mml:mrow><mml:mi>n</mml:mi><mml:mo>+</mml:mo><mml:mn>1</mml:mn></mml:mrow></mml:msup></mml:math>
|
2016
|
Kaj Nyström
|
+
PDF
Chat
|
Reflected BSDE of Wiener-Poisson type in time-dependent domains
|
2016
|
Kaj Nyström
Mats Olofsson
|
+
|
$L^2$ Solvability of boundary value problems for divergence form parabolic equations with complex coefficients
|
2016
|
Kaj Nyström
|
+
|
Boundedness of single layer potentials associated to divergence form parabolic equations with complex coefficients
|
2015
|
Alejandro J. Castro
Kaj Nyström
Olow Sande
|
+
|
The Hadamard variational formula and the Minkowski problem for p-capacity
|
2015
|
Andrea Colesanti
Kaj Nyström
Paolo Salani
Jie Xiao
Da Yang
G. Zhang
|
+
|
Boundary estimates for solutions to linear degenerate parabolic equations
|
2015
|
Kaj Nyström
Håkan Persson
Olow Sande
|
+
|
Remarks on the Skorohod problem and reflected Lévy driven SDEs in time-dependent domains
|
2015
|
Kaj Nyström
Thomas Önskog
|
+
PDF
Chat
|
Optimal switching problems under partial information
|
2015
|
Kai Li
Kaj Nyström
Marcus Olofsson
|
+
|
Reflected BSDE of Wiener-Poisson type in Time-dependent Domains
|
2015
|
Kaj Nyström
Marcus Olofsson
|
+
|
Extension Properties and Boundary Estimates for a Fractional Heat Operator
|
2015
|
Kaj Nyström
Olow Sande
|
+
|
Boundedness of single layer potentials associated to divergence form parabolic equations with complex coefficients
|
2015
|
Alejandro J. Castro
Kaj Nyström
Olow Sande
|
+
|
Reflected BSDE of Wiener-Poisson type in Time-dependent Domains
|
2015
|
Kaj Nyström
Marcus Olofsson
|
+
PDF
Chat
|
TUG‐OF‐WAR, MARKET MANIPULATION, AND OPTION PRICING
|
2014
|
Kaj Nyström
Mikko Parviainen
|
+
|
Boundary estimates for non-negative solutions to non-linear parabolic equations
|
2014
|
Kaj Nyström
Håkan Persson
Olow Sande
|
+
|
Tug-of-war, market manipulation and option pricing
|
2014
|
Kaj Nyström
Mikko Parviainen
|
+
|
Cauchy integrals for the p-Laplace equation in planar Lipschitz domains
|
2014
|
Kaj Nyström
Andreas Rosén
|
+
|
Systems of variational inequalities for non-local operators related to optimal switching problems: existence and uniqueness
|
2014
|
Niklas L. P. Lundström
Kaj Nyström
Marcus Olofsson
|
+
|
A boundary Harnack inequality for singular equations of 𝑝-parabolic type
|
2014
|
Tuomo Kuusi
Giuseppe Mingione
Kaj Nyström
|
+
|
Estimates for solutions to equations of p -Laplace type in Ahlfors regular NTA-domains
|
2014
|
Benny Avelin
Kaj Nyström
|
+
|
Optimal Switching Problems under Partial Information
|
2014
|
Kai Li
Kaj Nyström
Marcus Olofsson
|
+
|
Harnack estimates for degenerate parabolic equations modeled on the subelliptic p -Laplacian
|
2014
|
Benny Avelin
Luca Capogna
Giovanna Citti
Kaj Nyström
|
+
|
A backward in time Harnack inequality for non-negative solutions to fully non-linear parabolic equations
|
2014
|
Kaj Nyström
|
+
|
Tug-of-war, market manipulation and option pricing
|
2014
|
Kaj Nyström
Mikko Parviainen
|
+
|
Optimal Switching Problems under Partial Information
|
2014
|
Kai Li
Kaj Nyström
Marcus Olofsson
|
+
|
A framework for the modeling of order book dynamics based on event sizes
|
2013
|
Kaj Nyström
Sidi Mohamed Ould Aly
|
+
PDF
Chat
|
On the dimension of $p$-harmonic measure in space
|
2013
|
John L. Lewis
Kaj Nyström
Andrew Vogel
|
+
|
Harnack estimates for degenerate parabolic equations modeled on the subelliptic p-Laplacian
|
2013
|
Benny Avelin
Luca Capogna
Giovanna Citti
Kaj Nyström
|
+
|
Systems of variational inequalities for non-local operators related to optimal switching problems: Existence and uniqueness
|
2013
|
Niklas L. P. Lundström
Kaj Nyström
Marcus Olofsson
|
+
PDF
Chat
|
A Carleson-type estimate in Lipschitz type domains for non-negative solutions to Kolmogorov operators
|
2013
|
Chiara Cinti
Kaj Nyström
Sergio Polidoro
|
+
|
Cauchy integrals for the p-Laplace equation in planar Lipschitz domains
|
2013
|
Kaj Nyström
Andreas Rosén
|
+
|
Wolff-potential estimates and doubling of subelliptic -harmonic measures
|
2013
|
Benny Avelin
Kaj Nyström
|
+
|
Sharp regularity for evolutionary obstacle problems, interpolative geometries and removable sets
|
2013
|
Tuomo Kuusi
Giuseppe Mingione
Kaj Nyström
|
+
PDF
Chat
|
Systems of variational inequalities in the context of optimal switching problems and operators of Kolmogorov type
|
2013
|
Niklas L. P. Lundström
Kaj Nyström
Marcus Olofsson
|
+
|
Boundary behavior of non-negative solutions to degenerate sub-elliptic equations
|
2013
|
Elin Götmark
Kaj Nyström
|
+
PDF
Chat
|
$$p$$ -Harmonic functions in the Heisenberg group: boundary behaviour in domains well-approximated by non-characteristic hyperplanes
|
2013
|
Kaj Nyström
|
+
|
A framework for the modeling of order book dynamics based on event sizes
|
2013
|
Kaj Nyström
Sidi Mohamed Ould Aly
|
+
|
Cauchy integrals for the p-Laplace equation in planar Lipschitz domains
|
2013
|
Kaj Nyström
Andreas Rosén
|
+
|
Harnack estimates for degenerate parabolic equations modeled on the subelliptic p-Laplacian
|
2013
|
Benny Avelin
Luca Capogna
Giovanna Citti
Kaj Nyström
|
+
|
Systems of variational inequalities for non-local operators related to optimal switching problems: Existence and uniqueness
|
2013
|
Niklas L. P. LundstrÖm
Kaj Nyström
Marcus Olofsson
|
+
PDF
Chat
|
Non-divergence form parabolic equations associated with non-commuting vector fields: boundary behavior of nonnegative solutions
|
2012
|
Marie Frentz
Nicola Garofalo
Elin Götmark
Isidro H. Munive
Kaj Nyström
|
+
|
The obstacle problem for parabolic non-divergence form operators of Hörmander type
|
2012
|
Marie Frentz
Elin Götmark
Kaj Nyström
|
+
PDF
Chat
|
Regularity and free boundary regularity for the $p$-Laplace operator in Reifenberg flat and Ahlfors regular domains
|
2011
|
John L. Lewis
Kaj Nyström
|
+
PDF
Chat
|
Regularity of flat free boundaries in two-phase problems for the p-Laplace operator
|
2011
|
John L. Lewis
Kaj Nyström
|
+
PDF
Chat
|
Optimal doubling, Reifenberg flatness and operators of -Laplace type
|
2011
|
Benny Avelin
Niklas L. P. Lundström
Kaj Nyström
|
+
PDF
Chat
|
New Results for p Harmonic Functions
|
2011
|
John L. Lewis
Kaj Nyström
|
+
PDF
Chat
|
The boundary Harnack inequality for solutions to equations of Aronsson type in the plane
|
2011
|
Niklas L. P. Lundström
Kaj Nyström
|
+
PDF
Chat
|
p Harmonic Measure in Simply Connected Domains
|
2011
|
John L. Lewis
Kaj Nyström
Pietro Poggi‐Corradini
|
+
PDF
Chat
|
On an inverse type problem for the heat equation in parabolic regular graph domains
|
2010
|
Kaj Nyström
|
+
PDF
Chat
|
A boundary estimate for non-negative solutions to Kolmogorov operators in non-divergence form
|
2010
|
Chiara Cinti
Kaj Nyström
Sergio Polidoro
|
+
PDF
Chat
|
Boundary behavior and the Martin boundary problem for<i>p</i>harmonic functions in Lipschitz domains
|
2010
|
John L. Lewis
Kaj Nyström
|
+
|
Boundary estimates for solutions to operators of p-Laplace type with lower order terms
|
2010
|
Benny Avelin
Niklas L. P. Lundström
Kaj Nyström
|
+
|
The Skorohod oblique reflection problem in time-dependent domains
|
2010
|
Kaj Nyström
Thomas Önskog
|
+
|
Regularity near the initial state in the obstacle problem for a class of hypoelliptic ultraparabolic operators
|
2010
|
Kaj Nyström
Andrea Pascucci
Sergio Polidoro
|
+
|
Regularity of Lipschitz free boundaries in two-phase problems for the p-Laplace operator
|
2010
|
John L. Lewis
Kaj Nyström
|
+
|
A Note on Harnack Inequalities and Propagation Sets for a Class of Hypoelliptic Operators
|
2010
|
Chiara Cinti
Kaj Nyström
Sergio Polidoro
|
+
|
Non-divergence form parabolic equations associated with non-commuting vector fields: Boundary behavior of nonnegative solutions
|
2010
|
Marie Frentz
Nicola Garofalo
Elin Götmark
Isidro H. Munive
Kaj Nyström
|
+
|
Adaptive stochastic weak approximation of degenerate parabolic equations of Kolmogorov type
|
2009
|
Marie Frentz
Kaj Nyström
|
+
PDF
Chat
|
Optimal regularity in the obstacle problem for Kolmogorov operators related to American Asian options
|
2009
|
Marie Frentz
Kaj Nyström
Andrea Pascucci
Sergio Polidoro
|
+
|
On a two-phase free boundary condition for p-harmonic measures
|
2009
|
Niklas L. P. Lundström
Kaj Nyström
|
+
PDF
Chat
|
On Monte Carlo algorithms applied to Dirichlet problems for parabolic operators in the setting of time-dependent domains
|
2009
|
Kaj Nyström
Thomas Önskog
|
+
|
p Harmonic Measure in Simply Connected Domains
|
2009
|
John L. Lewis
Kaj Nyström
Pietro Poggi‐Corradini
|
+
|
REGULARITY AND FREE BOUNDARY REGULARITY FOR THE p LAPLACIAN IN LIPSCHITZ AND C1 DOMAINS
|
2008
|
John L. Lewis
Kaj Nyström
|
+
|
Harmonic Analysis, Quadratic Forms and Asymptotic Expansions of Risk Measures
|
2008
|
Kaj Nyström
|
+
|
Boundary behaviour of p-harmonic functions in domains beyond Lipschitz domains
|
2008
|
John L. Lewis
Kaj Nyström
|
+
PDF
Chat
|
Boundary Harnack inequalities for operators of 𝑝-Laplace type in Reifenberg flat domains
|
2008
|
John L. Lewis
Niklas L. P. Lundström
Kaj Nyström
|
+
PDF
Chat
|
On area integral estimates for solutions to parabolic systems in time-varying and non-smooth cylinders
|
2007
|
Kaj Nyström
|
+
PDF
Chat
|
The boundary Harnack inequality for infinity harmonic functions in the plane
|
2007
|
John L. Lewis
Kaj Nyström
|
+
PDF
Chat
|
Boundary behaviour for p harmonic functions in Lipschitz and starlike Lipschitz ring domains
|
2007
|
John L. Lewis
Kaj Nyström
|
+
PDF
Chat
|
On a Parabolic Symmetry Problem
|
2007
|
John L. Lewis
Kaj Nyström
|
+
|
On the behaviour near expiry for multi-dimensional American options
|
2007
|
Kaj Nyström
|
+
PDF
Chat
|
Regularity below the continuous threshold in a two-phase parabolic free boundary problem
|
2006
|
Kaj Nyström
|
+
|
Caloric measure and Reifenberg flatness
|
2006
|
Kaj Nyström
|
+
|
Boundary value problems and duality between Lp Dirichlet and regularity problems for second order parabolic systems in non-cylindrical domains
|
2006
|
Kaj Nyström
|
+
|
On blow-ups and the classification of global solutions to parabolic free boundary problems
|
2006
|
Kaj Nyström
|
+
|
Caloric measure in parabolic flat domains
|
2004
|
Steve Hofmann
John L. Lewis
Kaj Nyström
|
+
|
Modelica - A Strongly Typed System Specification Language for Safe Engineering Practices
|
2004
|
Peter Fritzson
Vadim Engelson
Andreas Idebrant
Peter Aronsson
Håkan Lundvall
Peter Bunus
Kaj Nyström
|
+
|
EXISTENCE OF BIG PIECES OF GRAPHS FOR PARABOLIC PROBLEMS
|
2003
|
Steve Hofmann
John L. Lewis
Kaj Nyström
|
+
|
A Framework for Scenario Based Risk Management
|
2002
|
Jimmy Skoglund
Kaj Nyström
|
+
PDF
Chat
|
Dirichlet problems for a nonstationary linearized system of Navier–Stokes equations in non-cylindrical domains
|
2002
|
Steve Hofmann
Kaj Nyström
|
+
PDF
Chat
|
Boundary value problems for parabolic Lame systems in time-varying domains
|
1999
|
Kaj Nyström
|
+
PDF
Chat
|
Unique continuation on the boundary for Dini domains
|
1998
|
Igor Kukavica
Kaj Nyström
|
+
|
None
|
1998
|
Kaj Nyström
|
+
|
The Dirichlet problem for second order parabolic operators
|
1997
|
Kaj Nyström
|
+
PDF
Chat
|
Integrability of Green potentials in fractal domains
|
1996
|
Kaj Nyström
|
+
|
Smoothness properties of solutions to Dirichlet problems in domains with a fractal boundary
|
1994
|
Kaj Nyström
|