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

ILC edition 2
Expanded class a

  ▲  broader class

▽ ⌕         aWc /ɛwawʃa/ information  ✍
▽ ⌕         aWz /ɛwawza/ world; universe  [ontology; general philosophy]  ≈ DDC 110  ✍
▽ ⌕         a /ɛ/ forms; mathematical objects  [formal sciences; logic; mathematics]  ≈ DDC 510 160
▽ ⌕         a92 /ɛɲɔntɔ/  [a]           in neighbourhood
▽ ⌕         a93 /ɛɲɔɲcɔ/  [a]           implied by; as a consequence of premise
▽ ⌕         a94 /ɛɲɔŋkɔ/  [a]           with error
▽ ⌕         a95 /ɛɲɔlpɔ/  [ag]           through transformation; operation; function; map; morphism
▽ ⌕         a96 /ɛɲɔltɔ/  [a]           having property
▽ ⌕         a97 /ɛɲɔjɔ/  [aa]           with part; element; component
▽ ⌕         a98 /ɛɲɔrkɔ/  [a]           equal to result
▽ ⌕         aat /ɛjɛta/           elements
▽ ⌕         aau /ɛjɛu/           subsets
▽ ⌕         aaw /ɛjɛwa/           cosets
▽ ⌕         ab /ɛba/      individuals; instances
▽ ⌕         ac /ɛʃa/      classes; sets; collections  [set theory]  ✍
▽ ⌕         acb /ɛʃaba/           the empty class; empty set; nothing
▽ ⌕         ae /ɛe/      relations; correspondences  ✍
▽ ⌕         aeb /ɛeba/           identity  ↞ aeaq equivalent
▽ ⌕         aee /ɛeje/           equality
▽ ⌕         aef /ɛefa/           similarity
▽ ⌕         aei /ɛei/           inequality
▽ ⌕         aem /ɛema/           set membership; belonging
▽ ⌕         aep /ɛepa/           parthood; part-whole; inclusion  [mereology]
▽ ⌕         aes /ɛesa/           set inclusion; genus-species  ✍
▽ ⌕         af /ɛfa/      predications  [predicate logic]  ✍
▽ ⌕         ag /ɛga/      operations; transformations; maps; morphisms
▽ ⌕         agh /ɛgaɣa/           homomorphisms
▽ ⌕         agm /ɛgama/           sum; union; addition
▽ ⌕         agn /ɛgana/           difference; complement; subtraction  ✍
▽ ⌕         ago /ɛgo/           direct-like operations
▽ ⌕         agp /ɛgapa/           product; intersection
▽ ⌕         agq /ɛgaca/           quotient; division; partition
▽ ⌕         agt /ɛgata/           tensor-like operations
▽ ⌕         agu /ɛgu/           lexicographic product
▽ ⌕         agw /ɛgawa/           exponentiation; power
▽ ⌕         agx /ɛgaxa/           nth root
▽ ⌕         agy /ɛgaɟa/           logarithm
▽ ⌕         ai /ɛi/      statements; propositions  [classical logic]  ✍
▽ ⌕         aia /ɛiɛ/           truth value
▽ ⌕         aii /ɛiji/           implication  ✍
▽ ⌕         aiq /ɛica/           equivalence  ✍
▽ ⌕         ais /ɛisa/           subjective propositions  [modal logic]
▽ ⌕         aj /ɛʒa/      formal languages; theories
▽ ⌕         ajo /ɛʒo/           recursively enumerated languages; type 0 languages
▽ ⌕         ajp /ɛʒapa/           context-sensitive languages; type 1 languages
▽ ⌕         ajq /ɛʒaca/           context-free languages; type 2 languages
▽ ⌕         ajr /ɛʒara/           regular languages; type 3 languages
▽ ⌕         ajt /ɛʒata/           formal theories
▽ ⌕         ak /ɛka/      spaces
▽ ⌕         akc /ɛkaʃa/           vector spaces
▽ ⌕         ake /ɛke/           tensor spaces
▽ ⌕         akf /ɛkafa/           affine spaces
▽ ⌕         akn /ɛkana/           unitary spaces
▽ ⌕         akt /ɛkata/           topological spaces
▽ ⌕         aɭ /ɛla/      algebraic structures  [algebra; abstract algebra]  ≈ DDC 512  ✍
▽ ⌕         aɭb /ɛlaba/           general algebraic systems  [universal algebra]
▽ ⌕         aɭg /ɛlaga/           non-closed group-like structures; non-total group-like structures
▽ ⌕         aɭi /ɛli/           non-associative group-like structures
▽ ⌕         aɭm /ɛlama/           non-commutative group-like structures
▽ ⌕         aɭo /ɛlo/           groups  [group theory]
▽ ⌕         aɭr /ɛlara/           ring-like structures
▽ ⌕         aɭt /ɛlata/           categories  [category theory]  ↞ ac classes alg non-closed group-like structures
▽ ⌕         am /ɛma/      combinatorial structures  [combinatorics]
▽ ⌕         ame /ɛme/           posets; partially ordered sets  [order theory]
▽ ⌕         amɭ /ɛmala/           lattice-like structures
▽ ⌕         amr /ɛmara/           graph-like structures
▽ ⌕         ams /ɛmasa/           families of sets  ↞ amry undirected hypergraphs
▽ ⌕         an /ɛna/      quantities; amounts; numbers  ≈ DDC 513  ✍
▽ ⌕         anb /ɛnaba/           negative quantities
▽ ⌕         anc /ɛnaʃa/           none; no; zero
▽ ⌕         and /ɛnada/           less than billionths; 10-(>9)
▽ ⌕         ane /ɛne/  [anad]           billionths; nano-; n-; 10-9
▽ ⌕         anf /ɛnafa/  [anad]           10-8
▽ ⌕         ang /ɛnaga/  [anad]           10-7
▽ ⌕         anh /ɛnaɣa/  [anad]           millionths; micro-; μ-; 10-6; 0.00000
▽ ⌕         ani /ɛni/  [anad]           10-5; 0.0000
▽ ⌕         anj /ɛnaʒa/  [anad]           10-4; 0.000
▽ ⌕         ank /ɛnaka/  [anad]           thousandths; milli-; m-; 10-3; 0.00
▽ ⌕         anɭ /ɛnala/  [anad]           hundredths; centi-; c-; 10-2; 0.0
▽ ⌕         anm /ɛnama/  [anad]           tenths; deci-; d-; 10-1; 0.
▽ ⌕         ann /ɛnana/  [anad]           units; 100
▽ ⌕         ano /ɛno/           tens; deca-; da-; 10¹
▽ ⌕         anp /ɛnapa/           hundreds; hecto-; h-; 10²
▽ ⌕         anq /ɛnaca/           thousands; kilo-; K-; 10³
▽ ⌕         anr /ɛnara/           tens of thousands; myria-; 104
▽ ⌕         ans /ɛnasa/           hundreds of thousands; 105
▽ ⌕         ant /ɛnata/           millions; mega-; M-; 106
▽ ⌕         anu /ɛnu/           tens of millions; 107
▽ ⌕         anv /ɛnava/           hundreds of millions; 108
▽ ⌕         anw /ɛnawa/           billions; giga-; G-; 109
▽ ⌕         anx /ɛnaxa/           more than billions; 10>9
▽ ⌕         any /ɛnaɟa/           infinite; ∞  ✍
▽ ⌕         aq /ɛca/      functions; equations  [calculus; analysis]  ≈ DDC 515  ✍
▽ ⌕         aqb /ɛcaba/           constants  ✍
▽ ⌕         aqc /ɛcaʃa/           real functions  [real analysis]
▽ ⌕         aqd /ɛcada/           integrals  [measure; integration]
▽ ⌕         aqe /ɛce/           functions of a complex variable
▽ ⌕         aqf /ɛcafa/           potential  [potential theory]
▽ ⌕         aqg /ɛcaga/           several complex variables; analytic spaces
▽ ⌕         aqh /ɛcaɣa/           special functions
▽ ⌕         aqi /ɛci/           ordinary differential equations; ODEs
▽ ⌕         aqj /ɛcaʒa/           partial differential equations; PDEs
▽ ⌕         aqk /ɛcaka/           dynamical systems  [ergodic theory]
▽ ⌕         aqɭ /ɛcala/           difference equations; functional equations
▽ ⌕         aqm /ɛcama/           sequences; series; summability
▽ ⌕         aqn /ɛcana/           approximations; expansions
▽ ⌕         aqo /ɛco/           sinusoidal basis functions  [Fourier analysis]
▽ ⌕         aqp /ɛcapa/           basic waves  [abstract harmonic analysis]
▽ ⌕         aqq /ɛcaca/           integral transforms  [operational calculus]
▽ ⌕         aqr /ɛcara/           integral equations
▽ ⌕         aqs /ɛcasa/           spaces of functions  [functional analysis]
▽ ⌕         aqt /ɛcata/           operators  [operator theory]
▽ ⌕         aqv /ɛcava/           variations  [calculus of variations; optimal control]
▽ ⌕         at /ɛta/      algorithms  [numerical analysis]  ≈ DDC 518
▽ ⌕         au /ɛu/      probabilities  [probability theory; statistics]  ≈ DDC 519
▽ ⌕         aw /ɛwa/      systems; wholes; networks  [general systems theory; cybernetics]  ≈ DDC 003
▽ ⌕         aw2 /ɛwantɔ/           in environment
▽ ⌕         awg /ɛwaga/           aggregates  ✍
▽ ⌕         awi /ɛwi/           integrates  ✍
▽ ⌕         awɭ /ɛwala/           levels  ✍
 
Connected classes:
 
▽  ⌕        0 as for; relating to perspective; aspect; bias; viewpoint; phase relationship; dimension γ  ↞ ae 
▽  ⌕        038           taking example; study case; sample; specimen  ↞ ab 
▽  ⌕        1 at position; time; sequential position  ↞ ame 
▽  ⌕        2 in; within situation; location; condition; context  ↞ ae 
▽  ⌕        209  [anab]            centrality
▽  ⌕        5 through; by change; transformation; process  ↞ ag 
▽  ⌕        509  [anab]            stability degree
▽  ⌕        51      developed through; by history; evolution  ↞ ag 
▽  ⌕        7 with part; subsystem; component; organ; structure  ↞ aw 
▽  ⌕        709  [anab]            proportion
▽  ⌕        759  [anab]            structure change
▽  ⌕        769  [anab]            continuity
▽  ⌕        770            mechanicity  ↞ awaw 
▽  ⌕        779  [anab]            complexity degree
▽  ⌕        8 as; like form; pattern; measure  [morphology]  ↞ a 
▽  ⌕        809  [acai]            intension
▽  ⌕        819  [anab]            duration
▽  ⌕        829  [anab]            size  ↞ g982 
▽  ⌕        839  [anab]            weight
▽  ⌕        849  [anab]            temperature
▽  ⌕        859  [anab]            speed; rapidity
▽  ⌕        879  [anab]            quantifier
▽  ⌕        9 of; being kind; type; differentia; specification  ↞ aeabc 
▽  ⌕        a92  [a]           in neighbourhood
▽  ⌕        a93  [a]           implied by; as a consequence of premise
▽  ⌕        a94  [a]           with error
▽  ⌕        a95  [ag]           through transformation; operation; function; map; morphism
▽  ⌕        a96  [a]           having property
▽  ⌕        a97  [aa]           with part; element; component
▽  ⌕        a98  [a]           equal to result
▽  ⌕        aeb           identity  ↞ aeaq 
▽  ⌕        aɭt           categories  [category theory]  ↞ ac alg 
▽  ⌕        ams           families of sets  ↞ amry 
▽  ⌕        ane  [anad]           billionths; nano-; n-; 10-9
▽  ⌕        anf  [anad]           10-8
▽  ⌕        ang  [anad]           10-7
▽  ⌕        anh  [anad]           millionths; micro-; μ-; 10-6; 0.00000
▽  ⌕        ani  [anad]           10-5; 0.0000
▽  ⌕        anj  [anad]           10-4; 0.000
▽  ⌕        ank  [anad]           thousandths; milli-; m-; 10-3; 0.00
▽  ⌕        anɭ  [anad]           hundredths; centi-; c-; 10-2; 0.0
▽  ⌕        anm  [anad]           tenths; deci-; d-; 10-1; 0.
▽  ⌕        ann  [anad]           units; 100
▽  ⌕        b spacetime; space-time continuum; events; pacha  ↞ alo 
▽  ⌕        bbX  [an]            time years
▽  ⌕        bbY           present, past and future  ↞ an 
▽  ⌕        bc      space; extension  [geometry; algebraic geometry; topology]  ↞ ak 
▽  ⌕        bcX           dimensions  ↞ ann 
▽  ⌕        cX       dimensionality  ↞ an 
▽  ⌕        d91  [an]           lasting s average lifetime
▽  ⌕        d96  [anab]           with spin
▽  ⌕        d97  [an]           in quanta
▽  ⌕        d98  [anab]           with charge
▽  ⌕        e95  [an]           with A; ampere electric current; I  ↞ daml 
▽  ⌕        e98  [an]            atomic mass
▽  ⌕        e99  [an]            atomic number; Z  ↞ dvt 
▽  ⌕        f94  [an]           needing kJ/mol potential barrier; energy barrier; activation energy Ea
▽  ⌕        f96  [anab]            ionization
▽  ⌕        f99  [anab]            acidity
▽  ⌕        g91  [an]           at time t
▽  ⌕        g92  [an]           at place
▽  ⌕        g94  [an]           at K; kelvin temperature  [thermodynamics]
▽  ⌕        g97  [an]           of Kg; kilograms mass; M
▽  ⌕        h96  [an]            color index; B–V index; temperature
▽  ⌕        h98  [an]            apparent magnitude; m; vmag
▽  ⌕        h99  [an]            absolute magnitude; Mv
▽  ⌕        j99  [anad]           at altitude Km a.s.l.; terrain; relief
▽  ⌕        u93  [an]           plus asset; income; price
▽  ⌕        u94  [an]           minus liability; expenditure; cost
▽  ⌕        w96  [anab]            quality
▽  ⌕        yim           mathematics; maths  ↞ a 

specificity 
current: 3 

   
   

 

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  despite disorder   +
5  with transformation+
6  having property    +
7  with part          +
8  as form            +
9  of kind            +

 

ILC edition 2. Expanded class a / — ISKO Italia <http://www.iskoi.org/ilc/2/no.php?no=a> : 2019.09.18 - 2019.10.22 -