E. H. (Eliakim Hastings) Moore

Biography MathSciNet

Ph.D. Yale University 1885 UnitedStates
Dissertation: Extensions of Certain Theorems of Clifford and Cayley in the Geometry of n Dimensions

Advisor: H. A. (Hubert Anson) Newton

Students:
Click here to see the students ordered by family name.

NameSchoolYearDescendants
Dickson, LeonardThe University of Chicago18961058
Slaught, HerbertThe University of Chicago1898
Lehmer, DerrickThe University of Chicago190021
Findlay, WilliamThe University of Chicago1901
Veblen, OswaldThe University of Chicago190316844
McKinney, ThomasThe University of Chicago1905
Moore, R. L.The University of Chicago19054770
Birkhoff, GeorgeThe University of Chicago190712410
Lennes, NelsThe University of Chicago1907
Owens, FrederickThe University of Chicago1907
MacNeish, HarrisThe University of Chicago1909
Baker, RichardThe University of Chicago1910
Hildebrandt, TheophilThe University of Chicago1910789
Pitcher, ArthurThe University of Chicago1910
Wheeler, AnnaThe University of Chicago191011
Root, RalphThe University of Chicago1911
Chittenden, EdwardThe University of Chicago191281
Gaba, MeyerThe University of Chicago1914
Dines, CharlesThe University of Chicago1915
Wells, MaryThe University of Chicago1915
Hart, WilliamThe University of Chicago1916
Schweitzer, ArthurThe University of Chicago19162
Gokhale, VishnuThe University of Chicago1922
Zeisler, ErnestThe University of Chicago1922
Van Horn, ClarenceThe University of Chicago1923
Wilson, RobertThe University of Chicago1923
Ingraham, MarkThe University of Chicago1924104
Barnard, RaymondThe University of Chicago192618
Smith, HermanThe University of Chicago19262
Perez, FanciscoThe University of Chicago1929
Wong, YueThe University of Chicago1931

According to our current on-line database, E. H. Moore has 31 students and 30923 descendants.
We welcome any additional information.

If you have additional information or corrections regarding this mathematician, please use the update form. To submit students of this mathematician, please use the new data form, noting this mathematician's MGP ID of 806 for the advisor ID.