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Loveland, L. D.

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Author ID: loveland.l-d Recent zbMATH articles by "Loveland, L. D."
Published as: Loveland, L. D.
Documents Indexed: 49 Publications since 1966

Publications by Year

Citations contained in zbMATH Open

38 Publications have been cited 92 times in 36 Documents Cited by Year
No continuum in \(E^ 2\) has the TMP. I: Arc and spheres. Zbl 0731.54024
Loveland, L. D.
10
1990
Characterizing a curve with the double midset property. Zbl 0291.54042
Loveland, L. D.; Wayment, S. G.
8
1974
The double midset conjecture for continua in the plane. Zbl 0735.54020
Loveland, L. D.
5
1991
Wildness and flatness of codimension one spheres having double tangent balls. Zbl 0458.57011
Daverman, Robert J.; Loveland, L. D.
5
1981
A surface in \(E^ 3\) is tame if it has round tangent balls. Zbl 0211.55803
Loveland, L. D.
5
1970
Double tangent ball embeddings of curves in \(E^ 3\). Zbl 0458.57012
Loveland, L. D.
4
1983
Codimension one spheres in \(R^ n\) with double tangent balls. Zbl 0484.57007
Loveland, L. D.; Wright, D. G.
4
1982
Any 2-sphere in \(E^ 3\) with uniform interior tangent balls is flat. Zbl 0482.57007
Daverman, Robert J.; Loveland, L. D.
3
1981
When midsets are manifolds. Zbl 0361.57006
Loveland, L. D.
3
1977
Characterizing a circle with the double midset property. Zbl 0317.52003
Loveland, L. D.; Valentine, J. E.
3
1975
Piercing points of crumpled cubes. Zbl 0187.20703
Loveland, L. D.
3
1969
Tame subsets of spheres in \(E^ 3\). Zbl 0151.32703
Loveland, L. D.
3
1966
No continuum in \(E^ 2\) has the TMP. II: Triodic continua. Zbl 0792.54033
Loveland, L. D.
2
1992
Finite equidistant sets in plane continua. Zbl 0768.54024
Loveland, L. D.; Loveland, S. M.
2
1992
Spheres with continuous tangent planes. Zbl 0692.57003
Loveland, L. D.
2
1987
Tangent ball embeddings of sets in \(E^ 3\). Zbl 0631.57007
Loveland, L. D.
2
1987
Metric spaces with connected midsets. Zbl 0375.54020
Loveland, L. D.
2
1977
A metric characterization of a simple closed curve. Zbl 0323.54030
Loveland, L. D.
2
1976
Convex metric spaces with O-dimensional midsets. Zbl 0252.52009
Loveland, L. D.; Valentine, J. E.
2
1973
Surfaces of vertical order 3 are tame. Zbl 0194.56003
Jensen, R. A.; Loveland, L. D.
2
1970
Sufficient conditions for a closed set to lie on the boundary of a 3-cell. Zbl 0157.54605
Loveland, L. D.
2
1968
Tame surfaces and tame subsets of spheres in \(E^ 3\). Zbl 0139.17101
Loveland, L. D.
2
1966
Planar sets that lines hit twice. Zbl 0919.54025
Loveland, L. D.; Loveland, S. M.
1
1997
Equidistant sets in plane triodic continua. Zbl 0754.54025
Loveland, L. D.; Loveland, S. M.
1
1992
Wild double tangent ball embeddings of spheres in \(E^ n\). Zbl 0524.57007
Burgess, C. E.; Loveland, L. D.
1
1983
Unions of cells with applications to visibility. Zbl 0394.57018
Loveland, L. D.
1
1980
Crumpled cubes that are finite unions of cells. Zbl 0384.57006
Loveland, L. D.
1
1978
Generalized midset properties characterize geodesic circles and intervals. Zbl 0382.52003
Loveland, L. D.; Valentine, J. E.
1
1978
Some universally pierced arcs in \(E^3\). Zbl 0301.57001
Loveland, L. D.
1
1975
A 2-sphere in E\(^3\) with vertically connected interior is tame. Zbl 0289.57001
Cannon, J. W.; Loveland, L. D.
1
1974
Vertically countable spheres and their wild sets. Zbl 0287.55004
Loveland, L. D.
1
1974
Congruent embedding of metric quadruples on a unit sphere. Zbl 0261.52013
Loveland, L. D.; Valentine, J. E.
1
1973
A characterization of 2-dimensional spherical space. Zbl 0257.52017
Loveland, L. D.; Valentine, J. E.
1
1973
A 2-sphere of vertical order 5 bounds a 3-cell. Zbl 0214.50302
Loveland, L. D.
1
1970
Tameness implied by extending a homeomorphism to a point. Zbl 0184.27404
Loveland, L. D.
1
1969
Sequentially 1-ULC surfaces in \(E^3\). Zbl 0183.28305
Burgess, C. E.; Loveland, L. D.
1
1968
Conditions implying that a 2-sphere is almost tame. Zbl 0169.26301
Loveland, L. D.
1
1968
Wild points of cellular subsets of 2-spheres in \(S^ 3\). Zbl 0167.52003
Loveland, L. D.
1
1967
Planar sets that lines hit twice. Zbl 0919.54025
Loveland, L. D.; Loveland, S. M.
1
1997
No continuum in \(E^ 2\) has the TMP. II: Triodic continua. Zbl 0792.54033
Loveland, L. D.
2
1992
Finite equidistant sets in plane continua. Zbl 0768.54024
Loveland, L. D.; Loveland, S. M.
2
1992
Equidistant sets in plane triodic continua. Zbl 0754.54025
Loveland, L. D.; Loveland, S. M.
1
1992
The double midset conjecture for continua in the plane. Zbl 0735.54020
Loveland, L. D.
5
1991
No continuum in \(E^ 2\) has the TMP. I: Arc and spheres. Zbl 0731.54024
Loveland, L. D.
10
1990
Spheres with continuous tangent planes. Zbl 0692.57003
Loveland, L. D.
2
1987
Tangent ball embeddings of sets in \(E^ 3\). Zbl 0631.57007
Loveland, L. D.
2
1987
Double tangent ball embeddings of curves in \(E^ 3\). Zbl 0458.57012
Loveland, L. D.
4
1983
Wild double tangent ball embeddings of spheres in \(E^ n\). Zbl 0524.57007
Burgess, C. E.; Loveland, L. D.
1
1983
Codimension one spheres in \(R^ n\) with double tangent balls. Zbl 0484.57007
Loveland, L. D.; Wright, D. G.
4
1982
Wildness and flatness of codimension one spheres having double tangent balls. Zbl 0458.57011
Daverman, Robert J.; Loveland, L. D.
5
1981
Any 2-sphere in \(E^ 3\) with uniform interior tangent balls is flat. Zbl 0482.57007
Daverman, Robert J.; Loveland, L. D.
3
1981
Unions of cells with applications to visibility. Zbl 0394.57018
Loveland, L. D.
1
1980
Crumpled cubes that are finite unions of cells. Zbl 0384.57006
Loveland, L. D.
1
1978
Generalized midset properties characterize geodesic circles and intervals. Zbl 0382.52003
Loveland, L. D.; Valentine, J. E.
1
1978
When midsets are manifolds. Zbl 0361.57006
Loveland, L. D.
3
1977
Metric spaces with connected midsets. Zbl 0375.54020
Loveland, L. D.
2
1977
A metric characterization of a simple closed curve. Zbl 0323.54030
Loveland, L. D.
2
1976
Characterizing a circle with the double midset property. Zbl 0317.52003
Loveland, L. D.; Valentine, J. E.
3
1975
Some universally pierced arcs in \(E^3\). Zbl 0301.57001
Loveland, L. D.
1
1975
Characterizing a curve with the double midset property. Zbl 0291.54042
Loveland, L. D.; Wayment, S. G.
8
1974
A 2-sphere in E\(^3\) with vertically connected interior is tame. Zbl 0289.57001
Cannon, J. W.; Loveland, L. D.
1
1974
Vertically countable spheres and their wild sets. Zbl 0287.55004
Loveland, L. D.
1
1974
Convex metric spaces with O-dimensional midsets. Zbl 0252.52009
Loveland, L. D.; Valentine, J. E.
2
1973
Congruent embedding of metric quadruples on a unit sphere. Zbl 0261.52013
Loveland, L. D.; Valentine, J. E.
1
1973
A characterization of 2-dimensional spherical space. Zbl 0257.52017
Loveland, L. D.; Valentine, J. E.
1
1973
A surface in \(E^ 3\) is tame if it has round tangent balls. Zbl 0211.55803
Loveland, L. D.
5
1970
Surfaces of vertical order 3 are tame. Zbl 0194.56003
Jensen, R. A.; Loveland, L. D.
2
1970
A 2-sphere of vertical order 5 bounds a 3-cell. Zbl 0214.50302
Loveland, L. D.
1
1970
Piercing points of crumpled cubes. Zbl 0187.20703
Loveland, L. D.
3
1969
Tameness implied by extending a homeomorphism to a point. Zbl 0184.27404
Loveland, L. D.
1
1969
Sufficient conditions for a closed set to lie on the boundary of a 3-cell. Zbl 0157.54605
Loveland, L. D.
2
1968
Sequentially 1-ULC surfaces in \(E^3\). Zbl 0183.28305
Burgess, C. E.; Loveland, L. D.
1
1968
Conditions implying that a 2-sphere is almost tame. Zbl 0169.26301
Loveland, L. D.
1
1968
Wild points of cellular subsets of 2-spheres in \(S^ 3\). Zbl 0167.52003
Loveland, L. D.
1
1967
Tame subsets of spheres in \(E^ 3\). Zbl 0151.32703
Loveland, L. D.
3
1966
Tame surfaces and tame subsets of spheres in \(E^ 3\). Zbl 0139.17101
Loveland, L. D.
2
1966

Citations by Year