Site Map Polytopes Dynkin Diagrams Vertex Figures, etc. Incidence Matrices Index

---- 5D ----



polytera with linear or bifurcated Dynkin diagrams   (up)

  o3o3o3o3o o3o3o3o4o o3o3o *b3o3o
quasiregular
x3o3o3o3o - hix
o3x3o3o3o - rix
o3o3x3o3o - dot
x3o3o3o4o - tac
o3x3o3o4o - rat
o3o3x3o4o - nit
o3o3o3x4o - rin
o3o3o3o4x - pent
x3o3o *b3o3o - hin
o3x3o *b3o3o - nit
o3o3o *b3x3o - rat
o3o3o *b3o3x - tac
other
Wythoffians
x3x3o3o3o - tix
x3o3x3o3o - sarx
x3o3o3x3o - spix
x3o3o3o3x - scad
o3x3x3o3o - bittix
o3x3o3x3o - sibrid

x3x3x3o3o - garx
x3x3o3x3o - pattix
x3x3o3o3x - cappix
x3o3x3x3o - pirx
x3o3x3o3x - card
o3x3x3x3o - gibrid

x3x3x3x3o - gippix
x3x3x3o3x - cograx
x3x3o3x3x - captid

x3x3x3x3x - gocad
x3x3o3o4o - tot
x3o3x3o4o - sart
x3o3o3x4o - spat
x3o3o3o4x - scant
o3x3x3o4o - bittit
o3x3o3x4o - sibrant
o3x3o3o4x - span
o3o3x3x4o - bittin
o3o3x3o4x - sirn
o3o3o3x4x - tan

x3x3x3o4o - gart
x3x3o3x4o - pattit
x3x3o3o4x - cappin
x3o3x3x4o - pirt
x3o3x3o4x - carnit
x3o3o3x4x - capt
o3x3x3x4o - gibrant
o3x3x3o4x - prin
o3x3o3x4x - pattin
o3o3x3x4x - girn

x3x3x3x4o - gippit
x3x3x3o4x - cogart
x3x3o3x4x - captint
x3o3x3x4x - cogrin
o3x3x3x4x - gippin

x3x3x3x4x - gacnet
x3x3o *b3o3o - thin
x3o3x *b3o3o - rin
x3o3o *b3x3o - sirhin
x3o3o *b3o3x - siphin
o3x3o *b3x3o - bittit
o3x3o *b3o3x - sart
o3o3o *b3x3x - tot

x3x3x *b3o3o - bittin
x3x3o *b3x3o - girhin
x3x3o *b3o3x - pithin
x3o3x *b3x3o - sibrant
x3o3x *b3o3x - spat
x3o3o *b3x3x - pirhin
o3x3o *b3x3x - gart

x3x3x *b3x3o - gibrant
x3x3x *b3o3x - pirt
x3x3o *b3x3x - giphin
x3o3x *b3x3x - pattit

x3x3x *b3x3x - gippit


convex (multi)prisms   (up)

  ono o3o3o ono o3o4o ono o3o5o
of
quasiregulars
x3o x3o3o - tratet
x3o o3x3o - troct
x3o x3o4o - troct
x3o o3x4o - traco
x3o o3o4x - tracube
x3o x3o5o - trike
x3o o3x5o - trid
x3o o3o5x - tradoe
x4o x3o3o - squatet
x4o o3x3o - squoct
x4o x3o4o - squoct
x4o o3x4o - squaco
x4o o3o4x - pent
x4o x3o5o - squike
x4o o3x5o - squid
x4o o3o5x - squadoe
xno x3o3o - n,tet-dip
xno o3x3o - n,oct-dip
xno x3o4o - n,oct-dip
xno o3x4o - n,co-dip
xno o3o4x - n,cube-dip
xno x3o5o - n,ike-dip
xno o3x5o - n,id-dip
xno o3o5x - n,doe-dip
other
Wythoffians
x3x x3o3o - hatet
x3x o3x3o - hoct
x3o x3x3o - tratut
x3o x3o3x - traco

x3x x3x3o - hatut
x3x x3o3x - haco
x3o x3x3x - tratoe

x3x x3x3x - hatoe
x3x x3o4o - hoct
x3x o3x4o - haco
x3x o3o4x - hacube
x3o x3x4o - tratoe
x3o x3o4x - trasirco
x3o o3x4x - tratic

x3x x3x4o - hatoe
x3x x3o4x - hasirco
x3x o3x4x - hatic
x3o x3x4x - tragirco

x3x x3x4x - hagirco
x3x x3o5o - hike
x3x o3x5o - hid
x3x o3o5x - hadoe
x3o x3x5o - trati
x3o x3o5x - trasrid
x3o o3x5x - tratid

x3x x3x5o - hati
x3x x3o5x - hasrid
x3x o3x5x - hatid
x3o x3x5x - tragrid

x3x x3x5x - hagrid
x4x x3o3o - otet
x4x o3x3o - owoct
x4o x3x3o - squatut
x4o x3o3x - squaco

x4x x3x3o - otut
x4x x3o3x - oco
x4o x3x3x - squatoe

x4x x3x3x - otoe
x4x x3o4o - owoct
x4x o3x4o - oco
x4x o3o4x - ocube
x4o x3x4o - squatoe
x4o x3o4x - squasirco
x4o o3x4x - squatic

x4x x3x4o - otoe
x4x x3o4x - osirco
x4x o3x4x - otic
x4o x3x4x - squagirco

x4x x3x4x - ogirco
x4x x3o5o - oike
x4x o3x5o - oid
x4x o3o5x - odoe
x4o x3x5o - squati
x4o x3o5x - squasrid
x4o o3x5x - squatid

x4x x3x5o - oti
x4x x3o5x - osrid
x4x o3x5x - otid
x4o x3x5x - squagrid

x4x x3x5x - ogrid
xno x3x3o - n,tut-dip
xno x3o3x - n,co-dip

xno x3x3x - n,toe-dip
xno x3x4o - n,toe-dip
xno x3o4x - n,sirco-dip
xno o3x4x - n,tic-dip

xno x3x4x - n,girco-dip
xno x3x5o - n,ti-dip
xno x3o5x - n,srid-dip
xno o3x5x - n,tid-dip

xno x3x5x - n,grid-dip
  o o3o3o3o o o3o3o4o o o3o3o5o
of
quasiregulars
x x3o3o3o - penp
x o3x3o3o - rappip
x x3o3o4o - hexip
x o3x3o4o - icope
x o3o3x4o - rittip
x o3o3o4x - pent
x x3o3o5o - exip
x o3x3o5o - roxip
x o3o3x5o - rahipe
x o3o3o5x - hipe
other
Wythoffians
x x3x3o3o - tippip
x x3o3x3o - srippip
x x3o3o3x - spiddip
x o3x3x3o - decap

x x3x3x3o - grippip
x x3x3o3x - prippip

x x3x3x3x - gippiddip
x x3x3o4o - thexip
x x3o3x4o - ricope
x x3o3o4x - sidpithip
x o3x3x4o - tahp
x o3x3o4x - srittip
x o3o3x4x - tattip

x x3x3x4o - ticope
x x3x3o4x - prittip
x x3o3x4x - prohp
x o3x3x4x - grittip

x x3x3x4x - gidpithip
x x3x3o5o - texip
x x3o3x5o - srixip
x x3o3o5x - sidpixhip
x o3x3x5o - xhip
x o3x3o5x - srahip
x o3o3x5x - thipe

x x3x3x5o - grixip
x x3x3o5x - prahip
x x3o3x5x - prixip
x o3x3x5x - grahip

x x3x3x5x - gidpixhip
  o o3o4o3o o o3o3o *c3o o ono omo
of
quasiregulars
x x3o4o3o - icope
x o3x4o3o - ricope
x x3o3o *c3o - hexip
x o3x3o *c3o - icope
x x3o x3o - tratrip
x x3o x4o - tracube
x x3o xno - 3,n-dippip
x x4o xno - n,cube-dip
x xno xmo - n,m-dippip
other
Wythoffians
x x3x4o3o - ticope
x x3o4x3o - sricope
x x3o4o3x - spiccup
x o3x4x3o - contip

x x3x4x3o - gricope
x x3x4o3x - pricope

x x3x4x3x - gippiccup
x x3x3o *c3o - thexip
x x3o3x *c3o - rittip

x x3x3x *c3o - tahp
x x3o3x *c3x - ricope

x x3x3x *c3x - ticope
 
  o o o3o3o o o o3o4o o o o3o5o
of
quasiregulars
x x x3o3o - squatet
x x o3x3o - squoct
x x x3o4o - squoct
x x o3x4o - squaco
x x o3o4x - pent
x x x3o5o - squike
x x o3x5o - squid
x x o3o5x - squadoe
other
Wythoffians
x x x3x3o - squatut
x x x3o3x - squaco

x x x3x3x - squatoe
x x x3x4o - squatoe
x x x3o4x - squasirco
x x o3x4x - squatic

x x x3x4x - squagirco
x x x3x5o - squati
x x x3o5x - squasrid
x x o3x5x - squatid

x x x3x5x - squagrid
  o o o ono o o o o o  
of
quasiregulars
x x x x3o - tracube
x x x x4o - pent
x x x xno - n,cube-dip
x x x x x - pent
 
other
Wythoffians
x x x x3x - hacube
x x x x4x - ocube
   


non-Wythoffian convex uniform polytera   (up)

snub-prisms others
x s3s4o3o    - sadip
x s3s3s4o    - sadip
x s3s3s *c3s - sadip
gappip


some non-convex Wythoffian polytera   (up)

    3   3   3    
  o---o---o---o  
 4 \ / 4/3       
    o            
    3   3   3      
  o---o---o---o    
         4 \ / 4/3 
            o      
    3   3   3      
  o---o---o---o    
     4 \ / 4/3     
        o          
o3o3o3o4o4/3*c o3o3o3o4/3o4*c o3o3o3o *b4o4/3*c
o3o3x3o4x4/3*c - wavinant
o3x3x3o4x4/3*c - gibtadin
x3o3x3o4x4/3*c - wacbinant
x3x3x3o4x4/3*c - gibcotdin

o3o3o3x4x4/3*c - sinnont
o3x3o3x4x4/3*c - gikkivbadant
x3o3o3x4x4/3*c - giktabacadint
x3x3o3x4x4/3*c - gibacadint

o3o3x3x4x4/3*c - naquitant
o3x3x3x4x4/3*c - noqrant
x3o3x3x4x4/3*c - naquiptant
x3x3x3x4x4/3*c - noquapant

...
o3o3x3o4/3x4*c - rawn
o3x3x3o4/3x4*c - sibtadin
x3o3x3o4/3x4*c - recarnit
x3x3x3o4/3x4*c - sibcotdin

o3o3o3x4/3x4*c - ginnont
o3x3o3x4/3x4*c - skivbadant
x3o3o3x4/3x4*c - skatbacadint
x3x3o3x4/3x4*c - sibacadint

o3o3x3x4/3x4*c - nottant
o3x3x3x4/3x4*c - nurrant
x3o3x3x4/3x4*c - niptant
x3x3x3x4/3x4*c - nippant

...
o3x3o3o *b4x4/3*c - sirpin
o3x3o3x *b4x4/3*c - sikvacadint
x3x3o3o *b4x4/3*c - setitdin
x3x3o3x *b4x4/3*c - sidacadint

o3o3x3o *b4x4/3*c - fawdint
o3o3x3x *b4x4/3*c - getitdin
x3o3x3o *b4x4/3*c - gikvacadint
x3o3x3x *b4x4/3*c - gidacadint

o3x3x3o *b4x4/3*c - danbitot
o3x3x3x *b4x4/3*c - sadinnert
x3x3x3o *b4x4/3*c - gadinnert
x3x3x3x *b4x4/3*c - danpit

...


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