J. M. Marstrand

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Common Coauthors
Coauthor Papers Together
Geoffrey Grimmett 2
Michaël Keane 1
K. J. Falconer 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ On Plane Sets of Fractional Dimensions 1949 P. A. P. Moran
2
+ Subsets of finite measure in analytic sets 1952 Roy O. Davies
2
+ Packing smooth curves in<i>R</i><sup>q</sup> 1979 J. M. Marstrand
2
+ Some remarks on the Kakeya problem 1971 Roy O. Davies
2
+ The Besicovitch dimension of Cartesian product sets 1950 H. G. Eggleston
1
+ PDF Chat A Limit Theorem for $N_{0n}/n$ in First-Passage Percolation 1984 Yu Zhang
Yi Ci Zhang
1
+ Bond percolation on subsets of the square lattice, and the threshold between one-dimensional and two-dimensional behaviour 1983 Geoffrey Grimmett
1
+ PDF Chat First-passage percolation, network flows and electrical resistances 1984 Geoffrey Grimmett
Harry Kesten
1
+ Study of extreme cases with respect to the densities of irregular linearly measurable plane sets of points 1939 D. R. Dickinson
1
+ Another Thin Set of Circles 1972 Roy O. Davies
1
+ Circular Density of Plane Sets 1955 J. M. Marstrand
1
+ Sequential Analysis and Optimal Design 1972 Herman Chernoff
1
+ PDF Chat On a sharp transition from area law to perimeter law in a system of random surfaces 1983 Michael Aizenman
Jennifer Chayes
L. Chayes
J. Fr�hlich
Lucio Russo
1
+ PDF Chat Problems in harmonic analysis related to curvature 1978 Elias M. Stein
Stephen Wainger
1
+ On existence of subsets of finite measure of sets of infinite measure 1952 A. S. Besicovitch
1
+ PDF Chat Bernoulli Percolation Above Threshold: An Invasion Percolation Analysis 1987 Jennifer Chayes
L. Chayes
Charles M. Newman
1
+ Analytic Extensions of Differentiable Functions Defined in Closed Sets 1992 Hassler Whitney
1
+ PDF Chat Sharpness of the phase transition in percolation models 1987 Michael Aizenman
David J. Barsky
1
+ PDF Chat The 𝜙 rectifiable subsets of the plane 1944 Anthony P. Morse
John F. Randolph
1
+ Analogues of the Lebesgue Density Theorem for Fractal Sets of Reals and Integers 1992 Tim Bedford
Albert M. Fisher
1
+ A Plane Set of Measure Zero Containing Circumferences of Every Radius 1968 A. S. Besicovitch
R. Roda
1
+ PDF Chat Percolation in half-spaces: equality of critical densities and continuity of the percolation probability 1991 David J. Barsky
Geoffrey Grimmett
Charles M. Newman
1
+ Extension of the range of a differentiable function 1941 Magnus R. Hestenes
1
+ PDF Chat The Probability of a Large Finite Cluster in Supercritical Bernoulli Percolation 1990 Harry Kesten
Yu Zhang
1
+ Order‐two density of sets and measures with non‐integral dimension 1995 K. J. Falconer
O. B. Springer
1
+ Hausdorff Two-Dimensional Measure in 3-Space 1961 J. M. Marstrand
1
+ A lower bound for the critical probability in a certain percolation process 1960 T. E. Harris
1
+ A correction to a paper on the dimension of Cartesian product sets 1953 H. G. Eggleston
1
+ Wavelet transforms and order-two densities of fractals 1992 K. J. Falconer
1
+ PDF Chat The (𝜑,𝑠) regular subsets of 𝑛-space 1964 J. M. Marstrand
1
+ Geometry of Measures in R n : Distribution, Rectifiability, and Densities 1987 David Preiss
1
+ PDF Chat Approximation of Functions 1966 C. W. Clenshaw
1
+ PDF Chat A Set of Plane Measure Zero Containing all Finite Polygonal Arcs 1970 David Ward
1
+ Critical sponge dimensions in percolation theory 1981 Geoffrey Grimmett
1
+ A local version of the projection theorem and other results in geometric measure theory 1995 Toby C. O’Neil
1
+ The Geometry of Fractal Sets 1985 K. J. Falconer
1
+ 𝜀-entropy and 𝜀-capacity of sets in functional spaces 1961 A. N. and Tihomirov Kolmogorov
1
+ PDF Chat Several Complex Variables 1976 H. Grauert
Klaus Fritzsche
1
+ Geometry of Sets and Measures in Euclidean Spaces 1995 Pertti Mattila
1
+ PDF Chat Density ratios and (𝜙,1) rectifiability in 𝑛-space 1950 Edward F. Moore
1
+ Dynamic Renormalization and Continuity of the Percolation Transition in Orthants 1991 David J. Barsky
Geoffrey Grimmett
Charles M. Newman
1
+ Approximation of functions 2017 George G. Lorentz
1