klesi -kle-kles-lei- gismu

x1 (mass/si'o) is a class/category/subgroup/subset within x2 with defining property x3 (ka).

[also type, kind, classification, species, genus, family, order, phylum]; (cf. cmavo list le'a, cmima, jutsi, ciste, girzu, lanzu, vrici)


In definition:

le'a
klesi modal, 1st place (scalar set) in/of category ...
sele'a
klesi modal, 2nd place as a category of/within ...
tele'a
klesi modal, 3rd place (category) defined by quality ...

In notes:

aigne
x1 is an eigenvalue (or zero) of linear transformation/square matrix x2, associated with/'owning' all vectors in generalized eigenspace x3 (implies neither nondegeneracy nor degeneracy; default includes the zero vector) with 'eigenspace-generalization' power/exponent x4 (typically and probably by cultural default will be 1), with algebraic multiplicity (of eigenvalue) x5
bangyklesi
x1 is a dialect of language x2
blolei
k1 is a ship type/class within ships b1=k2, with features k3.
ciste
x1 (mass) system interrelated by structure x2 among components x3 (set) displaying x4 (ka)
cmima
x1 is a member/element of set x2; x1 belongs to group x2; x1 is amid/among/amongst group x2.
datmau
z1=d1 is a plurality of/more than all other subgroups of z2 as separated/classified by property z3=d3 by amount z4.
enklesi
x1 is an (arbitrary) x2-set (li) of superset x3; x1 is subset/subgroup/subcategory/subclass/vel sim. of x3 with cardinality/size x2.
girzu
x1 is group/cluster/team showing common property (ka) x2 due to set x3 linked by relations x4.
jicmivlei
k1=jm1=ji3 is a phylum [animals]/division [plants] within/of kingdom [biology] k2=ji2.
jicymivykle
k1=jm1=ji3 is a phylum [animals]/division [plants] within/of kingdom [biology] k2=ji2.
jutlei
x1 is the taxon/species of x2 (living being)
jutsi
x1 is a species of genus x2, family x3, etc.; [open-ended tree-structure categorization].
kei'au
mekso operator: finite result set derived from/on set A with/due to operator/function B under ordering of application C
klecmi
x1 is a member of class / category x2 (mass / plurality), within supergroup x3, with defining quality x4
klegeni
x1 has x2 (ka) as their gender; x1 identifies as gender x2.
kleide
x1 is a clade/cladus/monophyletic class formed by most-recent common ancestor(s) x2 and all lineal descendants thereof in family/directed tree structure/according to relationship or standard x3.
kleinzu
x1 (mass / plurality) is a class / category / subgroup / subset including members x2, with defining property x3 (ka), within superset x4 (mass)
klerafsi
x1 is a classifying rafsi of word x2 for class/type x3 in language x4.
klulei
x1=ku1=kl1 is a cultural subset within a larger culture x2=kl2 with defining property x3=ku2=kl3.
kraune
x1 (set/family/tree graph) is a crown category/clade/'group'/set formed from and defined by (elements of) set x2 (nonempty set/family/graph), which have set-wide simultaneous most-recent common ancestor(s) x3, according to judge/standard/definition/(directed) tree graph/relations x4.
lanzu
x1 (mass) is a family with members including x2 bonded/tied/joined according to standard x3.
larterdaularborlei
k1 (mass/si'o) is Dada/Dadaism/Dadaist
leicmi
x1 is a member of class / category x2 (mass / plurality), within supergroup x3, with defining quality x4
leiske
s1 is the taxonomy of s2=k2 based on methodology s3.
mu'e'ei
Specifies the universe of consideration/all possible referents (for the present discourse); specifies the universal set/class/structure.
nu'ansa
x1 (entity) is a nuance, minor distinction of x2 (entity)
ordre
x1 is a Linnaean order, between family and class
panrykle
x1=k1 (mass/si'o) is an equivalence class within/is a substructure of x2 (mathematical structure/object/category/set endowed with operations and properties) with defining characteristic/property/for similarity/under equivalence relation x3=p3, with representative member x4=p1=p2, in geometry/by standard/under paradigm x5=p4
praperi
x1 is a strict/proper sub-x2 [structure] in/of x3; x2 is a structure and x1 and x3 are both examples of that structure x2 such that x1 is entirely contained within x3 (where containment is defined according to the standard/characteristics/definition of x2; but in any case, no member/part/element that belongs to x1 does not also belong to x3), but there is some member/part/element of x3 that does not belong to x1 in the same way.
rakle
x1 is an atomic element in group x2 [usually, vertical column; denotes electron configuration and, thereby, chemical similarity with vertical neighbors] and period x3 [usually, horizontal row; denotes similarity in size with horizontal neighbors, as well as having the same number and type of electron shells as them] and belonging to other 'class'/'category'/'type'/having other properties x4 according to scheme/organization pattern/standard/periodic table x5.
ratniklesi
x1 is an atomic element in group x2 [usually, vertical column; denotes electron configuration and, thereby, chemical similarity with vertical neighbors] and period x3 [usually, horizontal row; denotes similarity in size with horizontal neighbors, as well as having the same number and type of electron shells as them] and belonging to other 'class'/'category'/'type'/having other properties x4 according to scheme/organization pattern/standard/periodic table x5.
rorlei
x1 is a generation [contemporary offspring] of x2.
seljimcymivykle
k1=jm1=ji3 is a kingdom [biology] of domain [biology] k2.
selkle
x1 is a superset of class x2 defined by x3 (ka).
selkleigau
g1 categorises/classifies g2=k2 into group k1 with defining property k3.
terpanryziltolju'i
x1=j2=p3 (ka; jo'u/fa'u term) is the minor difference in/between x2=p2 and x3=p1 that is to be ignored, their similarity being by standard/in geometry x4; x2 is the same as/similar to/parallels x3 in standard/geometry x4 up to/modulo/except for/ignoring unimportant difference x1;
vrici
x1 (set/mass/ind.) is miscellaneous/various/assorted in property x2 (ka).