Projects
Reading
People
Chat
SU\G
(𝔸)
/K·U
Projects
Reading
People
Chat
Sign Up
Sign In
Light
Dark
System
N. A. Watson
Follow
Share
Generating author description...
All published works
Action
Title
Year
Authors
+
PDF
Chat
The set of mildly regular boundary points has full caloric measure
2023
N. A. Watson
+
PDF
Chat
Caloric Measure Null Sets
2021
N. A. Watson
+
UNIQUENESS OF EXTENDABLE TEMPERATURES
2020
N. A. Watson
+
EXTENDABLE TEMPERATURES
2019
N. A. Watson
+
The Semigroup Property, Cauchy Problem, and Gauss-Weierstrass Representation
2017
N. A. Watson
+
Parabolic Equations on an Infinite Strip
2017
N. A. Watson
+
PDF
Chat
THERMIC MINORANTS AND REDUCTIONS OF SUPERTEMPERATURES
2015
N. A. Watson
+
The two versions of the Dirichlet problem for the heat equation
2015
N. A. Watson
+
PDF
Chat
Inequalities involving heat potentials and Green functions
2015
N. A. Watson
+
PDF
Chat
REGULARITY OF BOUNDARY POINTS IN THE DIRICHLET PROBLEM FOR THE HEAT EQUATION
2014
N. A. Watson
+
PDF
Chat
CALORIC MEASURE FOR ARBITRARY OPEN SETS
2012
N. A. Watson
+
Subtemperatures and the Dirichlet problem on convex domains of revolution
2012
N. A. Watson
+
The Poisson integral for a circular cylinder
2012
N. A. Watson
+
The Dirichlet problem on arbitrary open sets
2012
N. A. Watson
+
PDF
Chat
Introduction to Heat Potential Theory
2012
N. A. Watson
+
A UNIFYING DEFINITION OF A SUBTEMPERATURE
2009
N. A. Watson
+
PDF
Chat
Another way to say subsolution: the maximum principle and sums of Green functions
2005
Richard S. Laugesen
N. A. Watson
+
PDF
Chat
Mean value densities for temperatures
2003
Noriaki Suzuki
N. A. Watson
+
PDF
Chat
Elementary proofs of some basic subtemperature theorems
2002
N. A. Watson
+
PDF
Chat
Mean values and associated measures of $\delta $-subharmonic functions
2002
N. A. Watson
+
A characterization of heat balls by a mean value property for temperatures
2001
Noriaki Suzuki
N. A. Watson
+
PDF
Chat
The representation of smooth functions in terms of the fundamental solution of a linear parabolic equation
2000
N. A. Watson
+
PDF
Chat
Volume mean values of subtemperatures
2000
N. A. Watson
+
None
1999
N. A. Watson
+
PDF
Chat
Time-isolated Singularities of Temperatures
1998
N. A. Watson
+
Domination and Representation Theorems for Harmonic Functions and Temperatures
1995
N. A. Watson
+
PDF
Chat
Nevanlinna's first fundamental theorem for supertemperatures.
1993
N. A. Watson
+
Mathematical Analysis Explained
1993
N. A. Watson
+
Superharmonic extensions, mean values and Riesz measures
1993
N. A. Watson
+
PDF
Chat
Mean values of subtemperatures over level surfaces of Green functions
1992
N. A. Watson
+
Generalizations of the spherical mean convexity theorem on subharmonic functions
1992
N. A. Watson
+
PDF
Chat
Mean values of subharmonic functions over Green spheres.
1991
N. A. Watson
+
A Thermic Analogue of the Fundamental Function of the Distance
1990
N. A. Watson
+
A Convexity Theorem for Local mean values of Subtemperatures
1990
N. A. Watson
+
PDF
Chat
Boundary behaviour of harmonic functions and solutions of parabolic systems
1988
N. A. Watson
+
Hyperplane mean values of solutions of parabolic equations
1988
N. A. Watson
+
Quasi-bounded and singular thermal potentials
1987
N. A. Watson
+
On the Representation of Solutions of the Heat Equation and Weakly Coupled Parabolic Systems
1986
N. A. Watson
+
Mean values of positive superharmonic functions on half-spaces
1986
D. H. Armitage
N. A. Watson
+
PDF
Chat
Growth of solutions of weakly coupled parabolic systems and Laplace's equation
1986
N. A. Watson
+
Classes of Subtemperatures and Uniqueness in the Cauchy Problem for the Heat Equation
1985
N. A. Watson
+
Thinness and boundary behaviour of potentials for the heat equation
1985
N. A. Watson
+
A Hausdorff measure classification of polar sets for the heat equation
1985
S. J. Taylor
N. A. Watson
+
The weak maximum principle for parabolic differential inequalities
1983
N. A. Watson
+
Parabolic limits of solutions of weakly coupled parabolic systems
1983
N. A. Watson
+
PDF
Chat
Initial and relative limiting behaviour of temperatures on a strip
1982
N. A. Watson
+
Solutions of parabolic equations with initial values locally in Lp
1982
N. A. Watson
+
Boundary measures of solutions of partial differential equations
1982
N. A. Watson
+
Mean values of superharmonic functions on half‐spaces
1982
N. A. Watson
+
Irregularity of boundary points in the Dirichlet problem for the heat equation
1982
Martin T. Barlow
N. A. Watson
+
Properties of Solutions of Weakly Coupled Parabolic Systems
1981
J. Chabrowski
N. A. Watson
+
Initial Singularities of Gauss-Weierstrass Integrals and their Relations to Laplace Transforms and Hausdorff Measures
1980
N. A. Watson
+
Convexity of mean values of non-negative subtemperatures
1980
N. A. Watson
+
Positive thermie majorization of temperatures on infinite strips
1979
N. A. Watson
+
Uniqueness and representation theorems for the inhomogeneous heat equation
1979
N. A. Watson
+
PDF
Chat
Green Functions, Potentials, and the Dirichlet Problem for the Heat Equation
1978
N. A. Watson
+
The rate of spatial decay of non-negative solutions of linear parabolic equations
1978
N. A. Watson
+
Green Functions, Potentials, and the Dirichlet Problem for the Heat Equation
1976
N. A. Watson
+
A Limit Function Associated with Harmonic Majorization on Half-Spaces
1974
N. A. Watson
+
Uniqueness and Representation Theorems for Parabolic Equations
1974
N. A. Watson
+
Classes of Subtemperatures on Infinite Strips
1973
N. A. Watson
Common Coauthors
Coauthor
Papers Together
Noriaki Suzuki
2
Richard S. Laugesen
1
J. Chabrowski
1
S. J. Taylor
1
D. H. Armitage
1
Martin T. Barlow
1
Commonly Cited References
Action
Title
Year
Authors
# of times referenced
+
Green Functions, Potentials, and the Dirichlet Problem for the Heat Equation
1976
N. A. Watson
18
+
PDF
Chat
Introduction to Heat Potential Theory
2012
N. A. Watson
7
+
Classes of Subtemperatures on Infinite Strips
1973
N. A. Watson
7
+
Parabolic potential theory
1982
Robert Kaufman
Jang-Mei Wu
6
+
A Convexity Theorem for Local mean values of Subtemperatures
1990
N. A. Watson
6
+
Non-negative solutions of linear parabolic equations
1968
D. G. Aronson
6
+
Real and Complex Analysis.
1987
G. A. Garreau
Walter Rudin
4
+
Partial Differential Equations of Parabolic Type
1964
Avner Friedman
4
+
A general form of the covering principle and relative differentiation of additive functions
1945
A. S. Besicovitch
4
+
Properties of Solutions of Weakly Coupled Parabolic Systems
1981
J. Chabrowski
N. A. Watson
4
+
PDF
Chat
Mean values of subtemperatures over level surfaces of Green functions
1992
N. A. Watson
4
+
Partial differential equations of parabolic type
1965
John S. Maybee
4
+
Uniqueness and Representation Theorems for Parabolic Equations
1974
N. A. Watson
4
+
A Hausdorff measure classification of polar sets for the heat equation
1985
S. J. Taylor
N. A. Watson
4
+
Parabolic Equations on an Infinite Strip
1989
Watson
4
+
A general form of the covering principle and relative differentiation of additive functions. II
1946
A. S. Besicovitch
4
+
PDF
Chat
CALORIC MEASURE FOR ARBITRARY OPEN SETS
2012
N. A. Watson
4
+
Geometric Measure Theory
1988
Herbert Fédérer
3
+
A new proof of the fundamental theorem of Kellogg-Evans on the set of irregular points in the Dirichlet problem
1955
Marcel Brelot
3
+
LINEAR EQUATIONS OF THE SECOND ORDER OF PARABOLIC TYPE
1962
Арлен Михайлович Ильин
A. S. Kalashnikov
O A Oleĭnik
3
+
Mean Values of Subharmonic Functions on Half-Spaces
1969
T. M. Flett
3
+
PDF
Chat
A mean value theorem for the heat equation
1966
W. Fulks
3
+
PDF
Chat
Representation theorems for parabolic systems
1982
J. Chabrowski
3
+
PDF
Chat
THERMIC MINORANTS AND REDUCTIONS OF SUPERTEMPERATURES
2015
N. A. Watson
2
+
The Ricci Flow: Techniques and Applications
2010
Bennett Chow
Sun-Chin Chu
David Glickenstein
Christine Guenther
James Isenberg
Tom Ivey
Dan Knopf
Peng Lü
Feng Luo
Lei Ni
2
+
Generalizations of the spherical mean convexity theorem on subharmonic functions
1992
N. A. Watson
2
+
Mean values and associated measures of superharmonic functions
1983
D. H. Armitage
2
+
Some Extension Theorems for Harmonic, Superharmonic and Holomorphic Functions
1980
Ü. Kuran
2
+
Hyperplane Mean Values of Positive Superharmonic Functions
1981
D. H. Armitage
2
+
PDF
Chat
An example on null sets of parabolic measures
1989
Jang-Mei Wu
2
+
PDF
Chat
Estimates of caloric measure and the initial-Dirichlet problem for the heat equation in Lipschitz cylinders
1983
Eugene B. Fabes
Sandro Salsa
2
+
Normal limits, half-spherical means and boundary measures of half-space Poisson integrals
1981
D. H. Armitage
2
+
PDF
Chat
Differential and Integral Inequalities
2019
Dorin Andrica
Themistocles M. Rassias
2
+
Uniqueness and representation theorems for the inhomogeneous heat equation
1979
N. A. Watson
2
+
PDF
Chat
Elementary proofs of some basic subtemperature theorems
2002
N. A. Watson
2
+
PDF
Chat
On the essential boundary and supports of harmonic measures for the heat equation
1980
Noriaki Suzuki
2
+
Mean property for the heat-conduction equation
1981
L. P. Kuptsov
2
+
On the Rate of Growth of Mean Values of Holomorphic and Harmonic Functions
1970
T. M. Flett
2
+
A Limit Function Associated with Harmonic Majorization on Half-Spaces
1974
N. A. Watson
2
+
Representation theorems for linear second-order parabolic partial differential equations
1967
Ronald B. Guenther
2
+
Representation Theorems and Fatou Theorems for Second-order Linear Parabolic Partial Differential Equations
1972
Raymond Johnson
2
+
PDF
Chat
On parabolic measures and subparabolic functions
1979
Jang Mei Wu
2
+
PDF
Chat
On the behaviour of harmonic functions at the boundary
1950
A. P. Calderón
2
+
Maximum Principles in Differential Equations
1984
Murray H. Protter
Hans F. Weinberger
2
+
Dirichlet problem of heat equation for C2 domains
1989
Robert Kaufman
Jang-Mei Wu
2
+
Isolated singularities of solutions of second order parabolic equations
1965
D. G. Aronson
2
+
Note on Hyperplane Mean Values of Positive Subharmonic Functions
1976
F. T. Brawn
2
+
Relative limit theorems in analysis
1960
J. L. Doob
2
+
Wiener's criterion for the heat equation
1982
Lawrence C. Evans
Ronald Gariepy
2
+
A UNIFYING DEFINITION OF A SUBTEMPERATURE
2009
N. A. Watson
2