Search references for ELLEN GETHNER. Phrases containing ELLEN GETHNER
See searches and references containing ELLEN GETHNER!ELLEN GETHNER
American mathematician and computer scientist (born 1960)
Ellen Gethner is a US mathematician and computer scientist specializing in graph theory who won the Mathematical Association of America's Chauvenet Prize
Ellen_Gethner
Name list
voice actress Ellen Gethner (born 1960), American mathematician and computer scientist Ellen Gilbert (1837–1900), American chess player Ellen Gilchrist (1935–2024)
Ellen
Canadian-American mathematician
Proofs of a Result about Tiling a Rectangle". Wagon and his co-authors Ellen Gethner and Brian Wick won the Chauvenet Prize for mathematical exposition in
Stan_Wagon
Unsolved problem on graph coloring
constructed. Despite a lack of further progress on the problem, in 2018 Ellen Gethner conjectured that the correct number of colors for this problem is 11
Earth–Moon_problem
Mai Gehrke William Gehrlein Jane F. Gentleman Ralucca Gera Ira Gessel Ellen Gethner Nassif Ghoussoub Edgar Gilbert Moti Gitik Paul Glaister Sheldon Glashow
List of people by Erdős number
List_of_people_by_Erdős_number
Award by the Mathematical Association of America
Rosen 2000 Don Zagier 2001 Carolyn S. Gordon and David L. Webb 2002 Ellen Gethner, Stan Wagon, and Brian Wick 2003 Thomas C. Hales 2004 Edward B. Burger
Chauvenet_Prize
1940), American mathematician, computer scientist, and textbook author Ellen Gethner, American graph theorist Patrizia Gianni (born 1952), Italian expert
List_of_women_in_mathematics
American mathematician
Alladi (2013) Remembering Basil Gordon, 1931-2012, NAMS 60(7), 856-865. Gethner, Ellen; Wagon, Stan; Wick, Brian (1998), "A stroll through the Gaussian primes"
Basil_Gordon
American mathematician
the University of Colorado Denver, organized by her former student Ellen Gethner, professor of computer science. Notable Women in Mathematics, a Biographical
Joan_Hutchinson
Operation that combines two graphs
ed.). Upper Saddle River, NJ: Prentice Hall. ISBN 978-0130144003. Gethner, Ellen (2018). "To the moon and beyond". In Gera, Ralucca; Haynes, Teresa W
Join_(graph_theory)
Mathematical table
112 (7): 602–611. doi:10.2307/30037545. JSTOR 30037545. MR 2158894. Gethner, Ellen; Wagner, Stan; Wick, Brian (1998). "A stroll through the Gaussian primes"
Table of Gaussian integer factorizations
Table_of_Gaussian_integer_factorizations
Mathematical problem in number theory
the origin is separated from infinity by a moat of width at least 4. Gethner, Ellen; Wagon, Stan; Wick, Brian (1998), "A stroll through the Gaussian primes"
Gaussian_moat
Planar maps require at most four colors
1016/S0167-5060(08)70391-1, ISBN 978-0-444-89441-0, MR 1217995 Ringel (1974). Gethner, Ellen (2018), "To the Moon and beyond", in Gera, Ralucca; Haynes, Teresa W
Four_color_theorem
doi:10.4230/LIPIcs.ESA.2019.24. ISBN 978-3-95977-124-5. S2CID 195791634. Gethner, Ellen (2018). "To the Moon and beyond". In Gera, Ralucca; Haynes, Teresa W
List of unsolved problems in mathematics
List_of_unsolved_problems_in_mathematics
des cartes et de quelques questions d'analysis situs, Ph.D. thesis. Gethner, Ellen; Springer, William M., II (2003), "How false is Kempe's proof of the
Errera_graph
Number of planar subgraphs to cover a graph
Sciences, 164 (1–4): 61–64, doi:10.1016/j.ins.2003.06.008, MR 2076570 Gethner, Ellen (2018), "To the Moon and beyond", in Gera, Ralucca; Haynes, Teresa W
Thickness_(graph_theory)
Binary operation in graph theory
02452, doi:10.1007/s00453-020-00720-8, MR 4132894, S2CID 254032445 Gethner, Ellen (2018), "To the Moon and beyond", in Gera, Ralucca; Haynes, Teresa W
Strong_product_of_graphs
Convex polyhedron with 14 triangle faces
175–176, doi:10.1007/978-1-4612-1720-6, ISBN 0-387-98497-6, MR 1633950. Gethner, Ellen; Kallichanda, Bopanna; Mentis, Alexander; Braudrick, Sarah; Chawla,
Triaugmented_triangular_prism
Path-finding using high-weight graph edges
Applications, 29 (3): 233–249, doi:10.1016/j.comgeo.2004.04.003, MR 2095376 Gethner, Ellen; Wagon, Stan; Wick, Brian (1998), "A stroll through the Gaussian primes"
Widest_path_problem
Complex number whose real and imaginary parts are both integers
III.4.D Ch. 6.II, Ch. 6.IV (Hardy & Littlewood's conjecture E and F) Gethner, Ellen; Wagon, Stan; Wick, Brian (1998). "A stroll through the Gaussian primes"
Gaussian_integer
travel, tourism, insurance
ELLEN GETHNER
ELLEN GETHNER
ELLEN GETHNER
ELLEN GETHNER
ELLEN GETHNER
ELLEN GETHNER
ELLEN GETHNER
ELLEN GETHNER
ELLEN GETHNER
travel, tourism, insurance