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English lawyer and mathematician (1869–1962)
John Herbert de Paz Thorold Gosset (16 October 1869 – December 1962) was an English lawyer and an amateur mathematician. In mathematics, he is noted for
Thorold_Gosset
Distance-regular graph with 56 vertices
The Gosset graph, named after Thorold Gosset, is a distance-regular graph with 56 vertices and valency 27. It is the 1-skeleton of the 7-dimensional 321
Gosset_graph
Polytope in 8-dimensional geometry
constructed within the symmetry of the E8 group. It was discovered by Thorold Gosset, published in his 1900 paper. He called it an 8-ic semi-regular figure
4_21_polytope
Geometric object
Coxeter–Dynkin diagram, with a single ring on the end of the k-node sequence. Thorold Gosset discovered this family as a part of his 1900 enumeration of the regular
Uniform_k_21_polytope
Lattice in 8-dimensional space with special properties
and Zolotarev in 1873. The E8 lattice is also called the Gosset lattice after Thorold Gosset who was one of the first to study the geometry of the lattice
E8_lattice
Uniform 6-polytope
constructed within the symmetry of the E6 group. It was discovered by Thorold Gosset, published in his 1900 paper. He called it a 6-ic semi-regular figure
2_21_polytope
Regular 5-polytope
(penteract) with alternated vertices removed. It was discovered by Thorold Gosset. Since it was the only semiregular 5-polytope (made of more than one
5-demicube
Equation for radii of tangent circles
called Soddy's hexlet. Thorold Gosset and several others extended the theorem and the poem to arbitrary dimensions; Gosset's version was published the
Descartes'_theorem
Variously-defined concept in geometry
more commonly referred to as a uniform polyhedron (this follows from Thorold Gosset's 1900 definition of the more general semiregular polytope). These polyhedra
Semiregular_polyhedron
Group of irregular uniform polytopes
In geometry, the Gosset–Elte figures, named by Coxeter after Thorold Gosset and E. L. Elte, are a group of uniform polytopes which are not regular, generated
Gosset–Elte_figures
Uniform 7-dimensional polytope
constructed within the symmetry of the E7 group. It was discovered by Thorold Gosset, published in his 1900 paper. He called it a 7-ic semi-regular figure
3_21_polytope
Isogonal polytope with regular facets
In geometry, by Thorold Gosset's definition a semiregular polytope is usually taken to be a polytope that is vertex-transitive and has all its facets being
Semiregular_polytope
Uniform polychoron
made of two or more cells which are Platonic solids, discovered by Thorold Gosset in his 1900 paper. He called it a tetroctahedric for being made of tetrahedron
Rectified_5-cell
Geometric object with flat sides
properties. The original approach broadly followed by Ludwig Schläfli, Thorold Gosset and others begins with the extension by analogy into four or more dimensions
Polytope
Prism with an infinite-sided polygon base
can be considered an infinite polyhedron or a tiling of the plane. Thorold Gosset called it a 2-dimensional semi-check, like a single row of a checkerboard
Apeirogonal_prism
Surname list
Arms of the British House of Commons Thorold Gosset (1869–1962), English lawyer and amateur mathematician Ulysse Gosset (born 1955), French journalist and
Gosset_(surname)
Spatial tiling of convex uniform polyhedra
a convex uniform honeycomb in which the cells are zonohedra. 1900: Thorold Gosset enumerated the list of semiregular convex polytopes with regular cells
Convex_uniform_honeycomb
Notation for polytopes and tessellations
polytopes was rediscovered independently by several others. In particular, Thorold Gosset rediscovered the Schläfli symbol which he wrote as | p | q | r | ..
Schläfli_symbol
Four-dimensional geometric object with flat sides
they have the same kind of face. There are only 3 cases identified by Thorold Gosset in 1900: the rectified 5-cell, rectified 600-cell, and snub 24-cell
4-polytope
Prism with a 3-sided base
uniform polytope is constructed vertex figure of the previous polytope. Thorold Gosset identified this series in 1900 as containing all regular polytope facets
Triangular_prism
Four-dimensional analog of the icosahedron
its regular predecessor the 24-cell can be difficult to visualize. Thorold Gosset discovered the semiregular 4-polytopes, including the snub 24-cell with
600-cell
Class of 4-dimensional polytopes
polytopes: (Various definitions before Coxeter's uniform category) 1900: Thorold Gosset enumerated the list of nonprismatic semiregular convex polytopes with
Uniform_4-polytope
Type of uniform tessellation
dimensional series of semiregular polytopes, identified in 1900 by Thorold Gosset. Each member of the sequence has the previous member as its vertex figure
5_21_honeycomb
Uniform 6-dimensional polytope
polytopes: (Various definitions before Coxeter's uniform category) 1900: Thorold Gosset enumerated the list of nonprismatic semiregular convex polytopes with
Uniform_6-polytope
248-dimensional exceptional simple Lie group
240 vectors are the vertices of a semi-regular polytope discovered by Thorold Gosset in 1900, sometimes known as the 421 polytope. In the so-called even
E8_(mathematics)
Polytope constructed from alternation of a hypercube
halved cube graph. An n-demicube has inversion symmetry if n is even. Thorold Gosset described the demipenteract in his 1900 publication listing all of the
Demihypercube
Five-dimensional geometric shape
polytopes: (Various definitions before Coxeter's uniform category) 1900: Thorold Gosset enumerated the list of nonprismatic semiregular convex polytopes with
Uniform_5-polytope
This honeycomb is last in the series of k21 polytopes, enumerated by Thorold Gosset in 1900, listing polytopes and honeycombs constructed entirely of regular
E9_honeycomb
made of two or more cells which are Platonic solids, discovered by Thorold Gosset in his 1900 paper. He called it a octicosahedric for being made of octahedron
Rectified_600-cell
Four-dimensional analogue of the cube
Regular and Semi-Regular Polytopes III, [Math. Zeit. 200 (1988) 3–45] Gosset, Thorold (1900). "On the Regular and Semi-Regular Figures in Space of n Dimensions"
Tesseract
Construction set toy
being those formed using the snub operation) Many uniform 4-polytopes Thorold Gosset's exceptional semiregular polytopes in 6, 7, and 8 dimensions Some Johnson
Zometool
made of two or more cells which are Platonic solids, discovered by Thorold Gosset in his 1900 paper. He called it a tetricosahedric for being made of
Snub_24-cell
regular tetrahedra and 96 icosahedra as its cell, firstly described by Thorold Gosset in 1900. Its dual is a semiregular, first described by Koca, Al-Ajmi
Dual_snub_24-cell
Polytope contained by 7-polytope facets
permutations of rings in the group diagram, including: {3,3,3,3,32,1} - Thorold Gosset's semiregular 421, {3,34,2} - the uniform 142, , {3,3,34,1} - the uniform
Uniform_8-polytope
5-cells. It was discovered by Thorold Gosset with his 1900 paper of semiregular polytopes. It is not semiregular by Gosset's definition of regular facets
Snub_24-cell_honeycomb
James Garfield (United States President) Antoine Gombaud (essayist) Thorold Gosset (lawyer) Jørgen Pedersen Gram (actuary) Hermann Grassmann (school teacher)
List of amateur mathematicians
List_of_amateur_mathematicians
Dutch mathematician (1881–1943)
Auschwitz. His work rediscovered the finite semiregular polytopes of Thorold Gosset, and further allowing not only regular facets, but recursively also
Emanuel_Lodewijk_Elte
Roger Désormière Jacques-Pierre Frogerais Étienne Gilson (author) Paul Gosset (author) Georges Raguis (union official) Rene-Jeanne (critic) Carlo Rim
1949_Cannes_Film_Festival
Awards of British honours
Families in Lincolnshire. Miss Theresa Jane Wright. For charitable services to Gosset Ward, Special Care Baby Unit, Northampton General Hospital NHS Trust. Mr
2016_Birthday_Honours
British honours
in connection with military operations in Italy — Maj. William, Bradley Gosset Barne, Royal Garrison Artillery Temp Maj. Henry James Brooks MC Capt. John
1919_Birthday_Honours
THOROLD GOSSET
THOROLD GOSSET
Boy/Male
British, English
Thor's Protection
Boy/Male
American, British, English
From the Thorny Meadow
Male
Swedish
Danish and Swedish form of Old Norse Þorvaldr, THORVALD means "Thor's ruler."Â
Surname or Lastname
English
English : variant of Harold.German, Dutch, and French : from the Germanic personal name Hari(o)wald (see Harold 1).French (Hérold) : status name for a herald, Old French herau(l)t (see Harold 2).Jewish (Ashkenazic) : ornamental name from German Herold ‘herald’ (see 3).
Boy/Male
Norse
Son of Thorolf.
Boy/Male
Danish, German, Norse, Norwegian, Swedish
Thunder; Son of Asvald
Girl/Female
Danish, German, Norse, Norwegian
Thor's Maiden
Boy/Male
British, English, Norse
Follower of Thor
Boy/Male
Australian, Danish, Norse
Son of Odd
Boy/Male
Norse
Son of Ulfar.
Male
English
Middle English form of Anglo-Saxon Hereweald, HAROLD means "army ruler."
Surname or Lastname
English
English : from the Old English personal name Hereweald, its Old Norse equivalent Haraldr, or the Continental form Herold introduced to Britain by the Normans. These all go back to a Germanic personal name composed of the elements heri, hari ‘army’ + wald ‘rule’, which is attested in Europe from an early date; the Roman historian Tacitus records a certain Cariovalda, chief of the Germanic tribe of the Batavi, as early as the 1st century ad.English : occupational name for a herald, Middle English herau(l)d (Old French herau(l)t, from a Germanic compound of the same elements as above, used as a common noun).German : from a personal name equivalent to 1.Irish : this name is of direct Norse origin (see 1), but is also occasionally a variant of Harrell and Hurrell.
Boy/Male
Norse
Son of Asvald.
Boy/Male
Danish, German, Norwegian, Swedish
God of Thunder
Boy/Male
Norse
Thor ruler.
Boy/Male
Norse
Thor's wolf.
Boy/Male
Christian & English(British/American/Australian)
Patriotic
Boy/Male
Norse
Thor ruler.
Boy/Male
Norse
Son of Thorolf.
Boy/Male
Australian, Danish, Dutch, German, Norse
Thor Ruler; Follower of Thor
THOROLD GOSSET
THOROLD GOSSET
THOROLD GOSSET
THOROLD GOSSET
THOROLD GOSSET
THOROLD GOSSET
THOROLD GOSSET