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TRUNCATED 6-SIMPLEXES

  • Truncated 6-simplexes
  • geometry, a truncated 6-simplex is a convex uniform 6-polytope, being a truncation of the regular 6-simplex. There are unique 3 degrees of truncation. Vertices

    Truncated 6-simplexes

    Truncated 6-simplexes

    Truncated_6-simplexes

  • Truncated 8-simplexes
  • geometry, a truncated 8-simplex is a convex uniform 8-polytope, being a truncation of the regular 8-simplex. There are four unique degrees of truncation. Vertices

    Truncated 8-simplexes

    Truncated 8-simplexes

    Truncated_8-simplexes

  • Pentellated 6-simplexes
  • Uniform 6-polytope

    constructed from 14 snub 5-simplexes, 42 snub 5-cell antiprisms, 70 3-s{3,4} duoantiprisms, and 2520 irregular 5-simplexes filling the gaps at the deleted

    Pentellated 6-simplexes

    Pentellated 6-simplexes

    Pentellated_6-simplexes

  • Cantellated 6-simplexes
  • facets of the bicantitruncated 7-orthoplex. The cantellated 6-simplexes are in a set of 35 uniform 6-polytopes based on the [3,3,3,3,3] Coxeter group, all shown

    Cantellated 6-simplexes

    Cantellated 6-simplexes

    Cantellated_6-simplexes

  • Truncated 7-simplexes
  • Uniform 7-polytope

    geometry, a truncated 7-simplex is a convex uniform 7-polytope, being a truncation of the regular 7-simplex. There are unique 3 degrees of truncation. Vertices

    Truncated 7-simplexes

    Truncated 7-simplexes

    Truncated_7-simplexes

  • Truncated 5-simplexes
  • 4-faces (6 5-cell and 6 truncated 5-cells). Truncated hexateron (Acronym: tix) (Jonathan Bowers) The vertices of the truncated 5-simplex can be most simply

    Truncated 5-simplexes

    Truncated 5-simplexes

    Truncated_5-simplexes

  • Cantic 8-cube
  • Uniform 8-polytope

    cantic 8-cube or truncated 8-demicube is a uniform 8-polytope, being a truncation of the 8-demicube. Truncated demiocteract Truncated hemiocteract; Acronym:

    Cantic 8-cube

    Cantic 8-cube

    Cantic_8-cube

  • Cantic 7-cube
  • analogue would be a truncated tetrahedron (truncated 3-demicube), and Coxeter diagram or as a cantic cube. Truncated demihepteract Truncated hemihepteract (acronym:

    Cantic 7-cube

    Cantic 7-cube

    Cantic_7-cube

  • Runcinated 6-simplexes
  • symmetrically-ringed Coxeter-Dynkin diagram. The runcinated 6-simplexes are in a set of 35 uniform 6-polytopes based on the [3,3,3,3,3] Coxeter group, all shown

    Runcinated 6-simplexes

    Runcinated 6-simplexes

    Runcinated_6-simplexes

  • Stericated 6-simplexes
  • the steriruncicantitruncated 7-orthoplex. The stericated 6-simplexes are in a set of 35 uniform 6-polytopes based on the [3,3,3,3,3] Coxeter group, all shown

    Stericated 6-simplexes

    Stericated 6-simplexes

    Stericated_6-simplexes

  • 2 21 polytope
  • Uniform 6-polytope

    Its vertex figure is a rectified 5-cell pyramid. Truncated icosihepta-heptacontadi-peton as a truncated 27-72 facetted polypeton (Acronym: tojak) Vertices

    2 21 polytope

    2 21 polytope

    2_21_polytope

  • 5-simplex honeycomb
  • pentacomb). Each vertex is shared by 12 5-simplexes, 30 rectified 5-simplexes, and 20 birectified 5-simplexes. These facet types occur in proportions of

    5-simplex honeycomb

    5-simplex_honeycomb

  • Stericated 6-orthoplexes
  • 64 snub 5-simplexes, 60 snub 24-cell antiprisms, 160 3-s{3,4} duoantiprisms, 240 2-sr{3,3} duoantiprisms, and 11520 irregular 5-simplexes filling the

    Stericated 6-orthoplexes

    Stericated 6-orthoplexes

    Stericated_6-orthoplexes

  • Hexicated 7-simplexes
  • Type of 7-polytope

    6th-order truncations (hexication) from the regular 7-simplex. There are 20 unique hexications for the 7-simplex, including all permutations of truncations, cantellations

    Hexicated 7-simplexes

    Hexicated 7-simplexes

    Hexicated_7-simplexes

  • Stericated 7-simplexes
  • 4th order truncations (sterication) of the regular 7-simplex. There are 14 unique sterication for the 7-simplex with permutations of truncations, cantellations

    Stericated 7-simplexes

    Stericated 7-simplexes

    Stericated_7-simplexes

  • 5-simplex
  • Regular 5-polytope

    Dih6 or simple rotation group [6,2]+, order 12. The compound of two 5-simplexes in dual configurations can be seen in this A6 Coxeter plane projection

    5-simplex

    5-simplex

  • Rectified 5-cell
  • Uniform polychoron

    series in 1900 as containing all regular polytope facets, containing all simplexes and orthoplexes (tetrahedrons and octahedrons in the case of the rectified

    Rectified 5-cell

    Rectified 5-cell

    Rectified_5-cell

  • Rectified 5-simplexes
  • Cube. The birectified 5-simplex is the intersection of two regular 5-simplexes in dual configuration. The vertices of a birectification exist at the

    Rectified 5-simplexes

    Rectified 5-simplexes

    Rectified_5-simplexes

  • Rectified 7-simplexes
  • Convex uniform 7-polytope in seven-dimensional geometry

    8-orthoplex. The trirectified 7-simplex is the intersection of two regular 7-simplexes in dual configuration. E. L. Elte identified it in 1912 as a semiregular

    Rectified 7-simplexes

    Rectified 7-simplexes

    Rectified_7-simplexes

  • Runcinated 8-simplexes
  • order truncations (runcination) of the regular 8-simplex. There are eleven unique runcinations of the 8-simplex, including permutations of truncation and

    Runcinated 8-simplexes

    Runcinated 8-simplexes

    Runcinated_8-simplexes

  • Cantellated 5-simplexes
  • There are unique 4 degrees of cantellation for the 5-simplex, including truncations. The cantellated 5-simplex has 60 vertices, 240 edges, 290 faces (200

    Cantellated 5-simplexes

    Cantellated 5-simplexes

    Cantellated_5-simplexes

  • 5-cell
  • Four-dimensional analogue of the tetrahedron

    face-to-face) with the two opposite vertices centered. In the case of simplexes such as the 5-cell, certain irregular forms are in some sense more fundamental

    5-cell

    5-cell

    5-cell

  • Runcinated 7-simplexes
  • 3rd order truncations (runcination) of the regular 7-simplex. There are 8 unique runcinations of the 7-simplex with permutations of truncations, and cantellations

    Runcinated 7-simplexes

    Runcinated 7-simplexes

    Runcinated_7-simplexes

  • Hexicated 8-simplexes
  • hexicated 8-simplex is a uniform 8-polytope, being a hexication (6th order truncation) of the regular 8-simplex. Acronym: supane (Jonathan Bowers) The Cartesian

    Hexicated 8-simplexes

    Hexicated 8-simplexes

    Hexicated_8-simplexes

  • Stericated 5-simplexes
  • (360 truncated octahedra, 90 cubes, and 90 hexagonal prisms), and 62 4-faces (12 omnitruncated 5-cells, 30 truncated octahedral prisms, and 20 6-6 duoprisms)

    Stericated 5-simplexes

    Stericated 5-simplexes

    Stericated_5-simplexes

  • Heptellated 8-simplexes
  • truncations (heptellation) from the regular 8-simplex. There are 35 unique heptellations for the 8-simplex, including all permutations of truncations

    Heptellated 8-simplexes

    Heptellated 8-simplexes

    Heptellated_8-simplexes

  • Truncated 5-cell
  • There are two degrees of truncations, including a bitruncation. The truncated 5-cell, truncated pentachoron or truncated 4-simplex is bounded by 10

    Truncated 5-cell

    Truncated 5-cell

    Truncated_5-cell

  • Stericated 8-simplexes
  • Class of eight-dimensional polytopes

    order truncations (sterication) of the regular 8-simplex. There are 16 unique sterications for the 8-simplex including permutations of truncation, cantellation

    Stericated 8-simplexes

    Stericated 8-simplexes

    Stericated_8-simplexes

  • Cantellated 8-simplexes
  • six unique cantellations for the 8-simplex, including permutations of truncation. Small rhombated enneazetton (acronym: srene) (Jonathan Bowers) The Cartesian

    Cantellated 8-simplexes

    Cantellated 8-simplexes

    Cantellated_8-simplexes

  • Schläfli orthoscheme
  • Simplex formed from a right-angled path

    orthoschemes. Coxeter identifies various orthoschemes as the characteristic simplexes of the polytopes they generate by reflections. The characteristic simplex

    Schläfli orthoscheme

    Schläfli_orthoscheme

  • Runcinated 5-simplexes
  • 3rd order truncations (Runcination) of the regular 5-simplex. There are 4 unique runcinations of the 5-simplex with permutations of truncations, and cantellations

    Runcinated 5-simplexes

    Runcinated 5-simplexes

    Runcinated_5-simplexes

  • Pentellated 8-simplexes
  • 8-polytope with 5th order truncations of the regular 8-simplex. There are two unique pentellations of the 8-simplex. Including truncations, cantellations, runcinations

    Pentellated 8-simplexes

    Pentellated 8-simplexes

    Pentellated_8-simplexes

  • Euler characteristic
  • Topological invariant in mathematics

    \chi =k_{0}-k_{1}+k_{2}-k_{3}+\cdots ,} where kn denotes the number of n-simplexes in the complex. More generally still, for any topological space, we can

    Euler characteristic

    Euler_characteristic

  • Cantellated 7-simplexes
  • of the regular 7-simplex. There are unique 6 degrees of cantellation for the 7-simplex, including truncations. Small rhombated octaexon (acronym: saro)

    Cantellated 7-simplexes

    Cantellated 7-simplexes

    Cantellated_7-simplexes

  • Uniform 7-polytope
  • Seven-dimensional geometric object

    a 7-polytope is a polytope contained by 6-polytope facets. Each 5-polytope ridge being shared by exactly two 6-polytope facets. A uniform 7-polytope is

    Uniform 7-polytope

    Uniform 7-polytope

    Uniform_7-polytope

  • Equilateral triangle
  • Shape with three equal sides

    types of a triangle belong to the infinite family of n {\displaystyle n} -simplexes, with n = 2 {\displaystyle n=2} . Clifton Cathedral Dirichlet distribution

    Equilateral triangle

    Equilateral triangle

    Equilateral_triangle

  • Triangular prism
  • Prism with a 3-sided base

    series in 1900 as containing all regular polytope facets, containing all simplexes and orthoplexes (equilateral triangles and squares in the case of the

    Triangular prism

    Triangular prism

    Triangular_prism

  • 120-cell
  • Four-dimensional analog of the dodecahedron

    unless it is all 5 vertices. It is impossible to rotate two concentric 4-simplexes with respect to each other such that some, but not all, of their vertices

    120-cell

    120-cell

    120-cell

  • Complex polytope
  • Generalization of a polytope in real space

    construction as and quasiregular form as . All elements are simplexes. Real {3,4}, or , with 6 vertices, 12 edges, and 8 faces 2{3}2{4}3, or , with 9 vertices

    Complex polytope

    Complex_polytope

AI & ChatGPT searchs for online references containing TRUNCATED 6-SIMPLEXES

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TRUNCATED 6-SIMPLEXES

  • Piggott
  • Surname or Lastname

    English and Irish (of Norman origin)

    Piggott

    English and Irish (of Norman origin) : from the Old French personal name Picot, Pigot, a pet form of Pic (see Pike 6).

    Piggott

  • THEOPHANIA
  • Female

    Greek

    THEOPHANIA

    (Θεοφάνια) Feminine form of Greek Theophanes, THEOPHANIA means "manifestation of God." This name used to be given to girls born on the Epiphany (January 6)--also called the 12th day of Christmas--which commemorates the visit of the three wise men (the Magi) to the infant Jesus.

    THEOPHANIA

  • Pickett
  • Surname or Lastname

    English

    Pickett

    English : from the Middle English, Old French personal name Picot, Pigot, a pet form of Pic (see Pike 6). In Middle English, the form Piket (Old French Picquet) was also common.

    Pickett

  • SATORU
  • Male

    Japanese

    SATORU

    (1-暁, 2-悟, 3-聡, 4-知, 5-覚, 6-諭, 7-了, 8-智) Japanese name SATORU means 1) "daybreak," 2) "enlightened," 3) "fast learner," 4) "knowledgeable," 5) "perceptive," 6) "persuasive," 7) "understanding," or 8) "wise."

    SATORU

  • KEI
  • Female

    Japanese

    KEI

    (1-恵, 2-慶, 3-桂, 4-敬, 5-啓, 6-圭, 7-景) Japanese name KEI means 1) "blessed, lucky," 2) "happy," 3) "katsura tree," 4) "respectful," 5) "spring," 6) "square jewel," or "sunny." 

    KEI

  • Mower
  • Surname or Lastname

    English (East Anglia, chiefly Norfolk)

    Mower

    English (East Anglia, chiefly Norfolk) : occupational name for someone who mowed pasture lands to provide hay, from an agent derivative of Middle English mow(en) ‘mow’ (Old English māwen).Welsh : nickname from mawr ‘big’ (see Moore 6).German (Möwer) : nickname from an agent derivative of Middle High German mōven ‘to torment, trouble, or burden’.

    Mower

  • Aliff
  • Surname or Lastname

    English

    Aliff

    English : variant of Ayliff(e), which is from a Middle English personal name. In most cases, this is Old Norse Eilífr ‘eternal life’, but it could also have absorbed the female name Ayleve (Old English Æ{dh}elgifu ‘noble gift’). It could also have absorbed a truncated form of Irish McAuliffe.

    Aliff

  • SHIN
  • Male

    Japanese

    SHIN

    (1-晋, 2-信, 3-紳, 4-心, 5-慎, 6-新, 7-進, 8-真) Japanese name SHIN means 1) "advancing," 2) "belief," 3) "gentleman," 4) "heart," 5) "humble," 6) "new," 7) "progressive," and 8) "true." Compare with another form of Shin.

    SHIN

  • Hayn
  • Surname or Lastname

    English

    Hayn

    English : variant spelling of Hain 1–3.German : variant spelling of Hain 4.Jewish : variant spelling of Hain 6.

    Hayn

  • MASA
  • Female

    Japanese

    MASA

    (1-正, 2-雅, 3-昌, 4-真, 5-政, 6-将) Unisex short form of Japanese names beginning with Masa-, MASA means 1) "correct, just," 2) "elegant," 3) "flourishing, prosperous" 4) "genuine, true," 5) "governing, political," 6) "military." Compare with strictly masculine Masa.

    MASA

  • Wilmot
  • Surname or Lastname

    English

    Wilmot

    English : from a pet form of the personal name William.Benjamin Wilmot and his wife, with their 6-year-old son William, emigrated from England to New Haven, CT, in or before 1640.

    Wilmot

  • Shanmugam
  • Boy/Male

    Hindu, Indian, Tamil

    Shanmugam

    Lord Muruga; Lord Vishnu; God with 6 Faces (Subrahmanyeswara Swamy)

    Shanmugam

  • OSAMU
  • Male

    Japanese

    OSAMU

    (1-紀, 2-修, 3-理, 4-収, 5-治, 6-統) Japanese name OSAMU means 1) "chronicler," 2) "disciplined," 3) "logical," 4) "obtainer," 5) "to reign," 6) "ruler."

    OSAMU

  • Picking
  • Surname or Lastname

    English

    Picking

    English : possibly from Middle English Old French personal name Pic (see Pike 6) + the diminutive suffix -in.

    Picking

  • MASA
  • Male

    Japanese

    MASA

    (1-正, 2-雅, 3-昌, 4-真, 5-政, 6-将) Unisex short form of Japanese names beginning with Masa-, MASA means 1) "correct, just," 2) "elegant, splendid" 3) "flourishing, prosperous" 4) "genuine, true," 5) "governing, political," 6) "military." Compare with another form of Masa.

    MASA

  • SARAPH
  • Male

    Hebrew

    SARAPH

    (שָׂרָף) Hebrew name SARAPH means "burning one" or "serpent." In the bible, this is the name of a son of Shelah. It is also the name of a species of venomous serpents mentioned in Numbers 21:6, and the name of an order of six-winged angels mentioned by Isaiah who attend upon God.

    SARAPH

  • Tunks
  • Surname or Lastname

    English

    Tunks

    English : unexplained; perhaps a variant of Tongs, itself a variant of Tong 6.Possibly an altered spelling of German Dungs, a variant of Dung.

    Tunks

  • Hartell
  • Surname or Lastname

    English (West Midlands)

    Hartell

    English (West Midlands) : habitational name from any of the places called Harthill, named with Old English heorot ‘hart’ + hyll ‘hill’. There are several places of this name, for example in Cheshire, Derbyshire, and South Yorkshire, but apparently none in the West Midlands. It is also possible that the surname represents a truncated derivative of Hartlebury in Worcestershire. This place name derives from the Old English personal name Heortla + Old English burh ‘fort’.German : Americanized spelling of Hartel or Härtel.

    Hartell

  • Myatt
  • Surname or Lastname

    English (chiefly West Midlands)

    Myatt

    English (chiefly West Midlands) : from the Middle English personal name Myat, formed from My, a truncated version of Mihel (an Old French form of Michael) + the diminutive suffix -at (from Old French -et, crossed with the originally pejorative Old French -ard).

    Myatt

  • KEIKO
  • Female

    Japanese

    KEIKO

    (1-恵子, 2-慶子, 3-桂子, 4-敬子, 5-啓子, 6-圭子, 7-景子) Japanese name KEIKO means 1) "blessed, lucky child," 2) "happy child," 3) "katsura tree child," 4) "respectful child," 5) "spring child," 6) "square jewel child," or 7) "sunny child."

    KEIKO

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