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Author ID: lang.robert-j Recent zbMATH articles by "Lang, Robert J."
Published as: Lang, Robert J.
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Publications by Year

Citations contained in zbMATH Open

14 Publications have been cited 37 times in 26 Documents Cited by Year
A note on the measurability of convex sets. Zbl 0607.28003
Lang, Robert
27
1986
Inertia sets for graphs on six or fewer vertices. Zbl 1189.05048
Barrett, Wayne; Jepsen, Camille; Lang, Robert; Mchenry, Emily; Nelson, Curtis; Owens, Kayla
8
2010
Origami design secrets. Mathematical methods for an ancient art. Zbl 1032.00004
Lang, Robert J.
8
2003
Twists, tilings, and tessellations. Mathematical methods for geometric origami. Zbl 1390.05001
Lang, Robert J.
7
2018
Rigid origami vertices: conditions and forcing sets. Zbl 1408.51018
Abel, Zachary; Cantarella, Jason; Demaine, Erik D.; Eppstein, David; Hull, Thomas C.; Ku, Jason S.; Lang, Robert J.; Tachi, Tomohiro
5
2016
Origami design secrets. Mathematical methods for an ancient art. 2nd ed. Zbl 1231.00015
Lang, Robert J.
4
2011
Origami 5: Fifth international meeting of origami science, mathematics, and education (5OSME), Singapore, July 13–17, 2010. Proceedings. Zbl 1235.00051
2
2011
Origami\(^4\). Proceedings of the fourth international meeting of origami. Science, mathematics, and education (4OSME) Pasadena, CA, USA, September 8–10, 2006. Zbl 1181.00030
2
2009
Origami\(^6\). I: Mathematics. II: Technology, art, education. Proceedings of the sixth international meeting of origami science, mathematics, and education (6OSME), Tokyo, Japan, August 10–13, 2014. Zbl 1329.00139
2
2015
Rigidity foldable origami twists. Zbl 1486.52041
Evans, Thomas A.; Lang, Robert J.; Magleby, Spencer P.; Howell, Larry L.
2
2015
Spiderwebs, tilings, and flagstone tessellations. Zbl 1486.52044
Lang, Robert J.
2
2015
Mathematical algorithms for origami design. Zbl 0876.00015
Lang, Robert J.
1
1994
Folding the hyperbolic crane. Zbl 1258.53014
Alperin, Roger C.; Hayes, Barry; Lang, Robert J.
1
2012
Paper Pentasia: an aperiodic surface in modular origami. Zbl 1297.00009
Lang, Robert J.; Hayes, Barry
1
2013
Twists, tilings, and tessellations. Mathematical methods for geometric origami. Zbl 1390.05001
Lang, Robert J.
7
2018
Rigid origami vertices: conditions and forcing sets. Zbl 1408.51018
Abel, Zachary; Cantarella, Jason; Demaine, Erik D.; Eppstein, David; Hull, Thomas C.; Ku, Jason S.; Lang, Robert J.; Tachi, Tomohiro
5
2016
Origami\(^6\). I: Mathematics. II: Technology, art, education. Proceedings of the sixth international meeting of origami science, mathematics, and education (6OSME), Tokyo, Japan, August 10–13, 2014. Zbl 1329.00139
2
2015
Rigidity foldable origami twists. Zbl 1486.52041
Evans, Thomas A.; Lang, Robert J.; Magleby, Spencer P.; Howell, Larry L.
2
2015
Spiderwebs, tilings, and flagstone tessellations. Zbl 1486.52044
Lang, Robert J.
2
2015
Paper Pentasia: an aperiodic surface in modular origami. Zbl 1297.00009
Lang, Robert J.; Hayes, Barry
1
2013
Folding the hyperbolic crane. Zbl 1258.53014
Alperin, Roger C.; Hayes, Barry; Lang, Robert J.
1
2012
Origami design secrets. Mathematical methods for an ancient art. 2nd ed. Zbl 1231.00015
Lang, Robert J.
4
2011
Origami 5: Fifth international meeting of origami science, mathematics, and education (5OSME), Singapore, July 13–17, 2010. Proceedings. Zbl 1235.00051
2
2011
Inertia sets for graphs on six or fewer vertices. Zbl 1189.05048
Barrett, Wayne; Jepsen, Camille; Lang, Robert; Mchenry, Emily; Nelson, Curtis; Owens, Kayla
8
2010
Origami\(^4\). Proceedings of the fourth international meeting of origami. Science, mathematics, and education (4OSME) Pasadena, CA, USA, September 8–10, 2006. Zbl 1181.00030
2
2009
Origami design secrets. Mathematical methods for an ancient art. Zbl 1032.00004
Lang, Robert J.
8
2003
Mathematical algorithms for origami design. Zbl 0876.00015
Lang, Robert J.
1
1994
A note on the measurability of convex sets. Zbl 0607.28003
Lang, Robert
27
1986

Citations by Year

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