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Author ID: ojala.tuomo Recent zbMATH articles by "Ojala, Tuomo"
Published as: Ojala, Tuomo
External Links: MGP
Documents Indexed: 7 Publications since 2010, including 1 Book
Co-Authors: 5 Co-Authors with 4 Joint Publications
134 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

7 Publications have been cited 25 times in 14 Documents Cited by Year
New approach to numerical computation of the eigenfunctions of the continuous spectrum of three-particle Schrödinger operator. I: One-dimensional particles, short-range pair potentials. Zbl 1193.81111
Buslaev, V. S.; Levin, S. B.; Neittaanmäki, P.; Ojala, T.
7
2010
Thin and fat sets for doubling measures in metric spaces. Zbl 1256.28001
Ojala, Tuomo; Rajala, Tapio; Suomala, Ville
7
2012
Random cutout sets with spatially inhomogeneous intensities. Zbl 1408.28016
Ojala, Tuomo; Suomala, Ville; Wu, Meng
4
2017
A function whose graph has positive doubling measure. Zbl 1342.28002
Ojala, Tuomo; Rajala, Tapio
3
2016
Fractal percolation, porosity, and dimension. Zbl 1412.60126
Chen, Changhao; Ojala, Tuomo; Rossi, Eino; Suomala, Ville
2
2017
Thin and fat sets. Geometry of doubling measures in metric spaces. Zbl 1307.28001
Ojala, Tuomo
1
2014
On \((\alpha_{n})\)-regular sets. Zbl 1298.28009
Ojala, Tuomo
1
2014
Random cutout sets with spatially inhomogeneous intensities. Zbl 1408.28016
Ojala, Tuomo; Suomala, Ville; Wu, Meng
4
2017
Fractal percolation, porosity, and dimension. Zbl 1412.60126
Chen, Changhao; Ojala, Tuomo; Rossi, Eino; Suomala, Ville
2
2017
A function whose graph has positive doubling measure. Zbl 1342.28002
Ojala, Tuomo; Rajala, Tapio
3
2016
Thin and fat sets. Geometry of doubling measures in metric spaces. Zbl 1307.28001
Ojala, Tuomo
1
2014
On \((\alpha_{n})\)-regular sets. Zbl 1298.28009
Ojala, Tuomo
1
2014
Thin and fat sets for doubling measures in metric spaces. Zbl 1256.28001
Ojala, Tuomo; Rajala, Tapio; Suomala, Ville
7
2012
New approach to numerical computation of the eigenfunctions of the continuous spectrum of three-particle Schrödinger operator. I: One-dimensional particles, short-range pair potentials. Zbl 1193.81111
Buslaev, V. S.; Levin, S. B.; Neittaanmäki, P.; Ojala, T.
7
2010

Citations by Year