Integrative Levels Classification project ILC2 schedules developing schedules how it works people references

ILC developing version
Expanded class cc

  ▲  broader class

▽ ⌕         cc       space; extension  [geometry; algebraic geometry; topology]  ≈ DDC 514 516
▽ ⌕         cc6   [X]            property
▽ ⌕         cc7   [X]            element
▽ ⌕         cc9   [X]            kind
▽ ⌕         ccX            dimensions  ↞ ann units
▽ ⌕         cca            points
▽ ⌕         ccb            straight lines; one-dimensional space
▽ ⌕         ccb7                  line element
▽ ⌕         ccb7s                      segment
▽ ⌕         ccb82   [an]                     long m length
▽ ⌕         ccc            surfaces; two-dimensional space; 2D
▽ ⌕         ccc6                  regularity
▽ ⌕         ccc6c                      cyclic
▽ ⌕         ccc6d                      equilateral
▽ ⌕         ccc6e                      equiangle
▽ ⌕         ccc6f                      isogonal; vertex-transitive
▽ ⌕         ccc6g                      tangential
▽ ⌕         ccc6h                      regular
▽ ⌕         ccc7                  surface element
▽ ⌕         ccc7c                      centroid
▽ ⌕         ccc7g                      angles
▽ ⌕         ccc7gi                           interior angles
▽ ⌕         ccc7gx                           exterior angles
▽ ⌕         ccc7r                      vertices; corners
▽ ⌕         ccc7ra                           vertex A
▽ ⌕         ccc7rb                           vertex B
▽ ⌕         ccc7rc                           vertex C
▽ ⌕         ccc7s                      edges; sides
▽ ⌕         ccc7sa                           edge AB
▽ ⌕         ccc7sc                           edge BC
▽ ⌕         ccc82   [an]                     large m² area
▽ ⌕         ccc9                  convexity
▽ ⌕         ccc9aWn                      simple
▽ ⌕         ccc9a                      concave
▽ ⌕         ccc9n                      convex  [convex geometry; discrete geometry]
▽ ⌕         ccc9s                      star-shaped
▽ ⌕         ccc9t                      self-intersecting
▽ ⌕         ccc9y                      complex
▽ ⌕         cccX   [an]                 number of sides; edges
▽ ⌕         cccb                 plane curves
▽ ⌕         cccb98   [aq]                          with equation  [differential geometry; differential topology]
▽ ⌕         cccb9m                           smooth
▽ ⌕         cccbc                      circles
▽ ⌕         cccbe                      ellipses
▽ ⌕         cccbf                      parabolas; parabolae
▽ ⌕         cccbh                      hyperbolas; hyperbolae
▽ ⌕         cccc                 angles degrees  [trigonometry]
▽ ⌕         cccc69                            trigonometric function
▽ ⌕         cccc69b                                sine
▽ ⌕         cccc69c                                cosine
▽ ⌕         cccc69e                                tangent
▽ ⌕         cccc69g                                cotangent
▽ ⌕         cccc69h                                secant
▽ ⌕         cccc69i                                cosecant
▽ ⌕         cccc69ɭ                                arcsine
▽ ⌕         cccc69m                                arccosine
▽ ⌕         cccc69n                                arctangent
▽ ⌕         cccc69o                                arccotangent
▽ ⌕         cccc69p                                arcsecant
▽ ⌕         cccc69q                                arccosecant
▽ ⌕         ccccb                      0 to 15 degrees
▽ ⌕         ccccbb                           0 degrees
▽ ⌕         ccccc                      15 to 30 degrees
▽ ⌕         ccccd                      30 to 45 degrees
▽ ⌕         cccce                      45 to 60 degrees
▽ ⌕         ccccf                      60 to 75 degrees
▽ ⌕         ccccg                      75 to 90 degrees
▽ ⌕         cccch                      90 to 105 degrees
▽ ⌕         cccchb                           right angle; 90°
▽ ⌕         cccci                      105 to 120 degrees
▽ ⌕         ccccj                      120 to 135 degrees
▽ ⌕         cccck                      135 to 150 degrees
▽ ⌕         ccccɭ                      150 to 165 degrees
▽ ⌕         ccccm                      165 to 180 degrees
▽ ⌕         ccccn                      180 to 195 degrees
▽ ⌕         ccccnb                           straight angle; 180°
▽ ⌕         cccco                      195 to 210 degrees
▽ ⌕         ccccp                      210 to 225 degrees
▽ ⌕         ccccq                      225 to 240 degrees
▽ ⌕         ccccr                      240 to 255 degrees
▽ ⌕         ccccs                      255 to 270 degrees
▽ ⌕         cccct                      270 to 285 degrees
▽ ⌕         ccccu                      285 to 300 degrees
▽ ⌕         ccccv                      300 to 315 degrees
▽ ⌕         ccccw                      315 to 330 degrees
▽ ⌕         ccccx                      330 to 345 degrees
▽ ⌕         ccccy                      345 to 360 degrees
▽ ⌕         ccccyp                           round angle; full circle; 360°
▽ ⌕         cccdWs                 polygons
▽ ⌕         cccd                 triangles
▽ ⌕         cccd6Em                                acute-angled
▽ ⌕         cccd6En                                right-angled; rectangled
▽ ⌕         cccd6Eo                                obtuse-angled
▽ ⌕         cccde                      equilateral triangles  ↞ ccc6e equiangle
▽ ⌕         cccdi                      isosceles triangles
▽ ⌕         cccds                      scalene triangles
▽ ⌕         ccce                 quadrangles; quadrilaterals; tetragons
▽ ⌕         ccceU                      squares  ↞ cccetprs squares
▽ ⌕         cccet                      trapeziums; trapezoids
▽ ⌕         cccetp                           parallelograms
▽ ⌕         cccetph                                rhombuses; lozanges; diamonds  ↞ ccc6d equilateral
▽ ⌕         cccetpr                                rectangles  ↞ ccc6e equiangle
▽ ⌕         cccetpro                                     oblongs
▽ ⌕         cccetprs                                     squares  ↞ ccc6d equilateral
▽ ⌕         cccf                 pentagons
▽ ⌕         cccg                 hexagons
▽ ⌕         ccch                 heptagons
▽ ⌕         ccci                 octagons
▽ ⌕         cccj                 enneagons; nonagons
▽ ⌕         ccck                 decagons
▽ ⌕         cccɭ                 hendecagons; undecagons
▽ ⌕         cccm                 dodecagons; duodecagons
▽ ⌕         cccn                 tridecagons; triskaidecagons
▽ ⌕         ccco                 tetradecagons; tetrakaidecagons
▽ ⌕         cccp                 pentadecagons; pentakaidecagons
▽ ⌕         cccq                 hexadecagons; hexakaidecagons
▽ ⌕         cccr                 heptadecagons; heptakaidecagons  ✍
▽ ⌕         cccs   [an]                polygons with more than 17 edges
▽ ⌕         cccsoqo   ⋄                               icosagons
▽ ⌕         ccd            solids; three-dimensional space; 3D
▽ ⌕         ccd7                  solid element
▽ ⌕         ccd7r                      solid vertices
▽ ⌕         ccd7s                      solid edges
▽ ⌕         ccd7t                      solid faces
▽ ⌕         ccd7u                      solid surfaces
▽ ⌕         ccd82   [an]                     amounting to m³; big/small size; volume
▽ ⌕         ccd827   [an]                          wide m width
▽ ⌕         ccd8277   [an]                               high m height
▽ ⌕         ccd8278   [an]                               deep m depth
▽ ⌕         ccdU                 cubes  ↞ ccdhfpc cubes
▽ ⌕         ccdh                 polyhedra; polyhedrons
▽ ⌕         ccdhd                      tetrahedra; tetrahedrons; triangular pyramids
▽ ⌕         ccdhe                      pentahedra; pentahedrons
▽ ⌕         ccdhf                      hexahedra; hexahedrons
▽ ⌕         ccdhfp                           parallelepipeds
▽ ⌕         ccdhfpc                                cubes
▽ ⌕         ccdy                 spheres
▽ ⌕         ccdyau                           spherical surfaces
▽ ⌕         cce            four-dimensional space; tetradimensional space
 
Connected classes:
 
                 188  [cc]           in absolute time
                 cccde                     equilateral triangles  ↞ ccc6e 
                 ccceU                     squares  ↞ cccetprs 
                 cccetph                               rhombuses; lozanges; diamonds  ↞ ccc6d 
                 cccetpr                               rectangles  ↞ ccc6e 
                 cccetprs                                    squares  ↞ ccc6d 
                 ccdU                cubes  ↞ ccdhfpc 
                 h5c           circular motion  ↞ ccccc 
                 i826  [cccc]                lying at degrees lying angle
                 j8      latitude degrees; primes  ↞ ccdyau 
                 j89           longitude degrees; primes  ↞ ccdyau 

specificity 
current: 99 

   
   

 

Move to another main class:
      a  b  c  d  e  f  g  h  i  j  k  l  m  n  o  p  q  r  s  t  u  v  w  x  y

or


or insert a term  and do a new 


Facets key
0  as for perspective +
1  at time            +
2  in place           +
3  by agent           +
4  opposed to         +
5  undergoing change  +
6  having property    +
7  with part          +
8  in quantity        +
9  of quality         +

 

ILC developing version. Expanded class cc / — ISKO Italia <http://www.iskoi.org/ilc/no.php?no=cc> : 2006.03.06 - 2021.12.09 -