On gloss:
-
mu'erpau
in sense "level"
- x1=p1 is a level / world / mini-world / map / world-part / universe, of universe x2=p2=m1, with domain / sphere x3=m2 (for x1) characterized by / defined by rules x4=m3 (for x1), with parent universe of domain / sphere x5 (for x2) characterized by / defined by rules x6 (for x2)).
-
tumcartu
in sense "visual representation of an area"
- x1=c1 is a map of terrain/area/planet x2=c2=t1 showing formation x3=c3
-
menkini
in sense "function (pluralities)"
- x1 are the result of mapping x2 using function x3 (2-ary ka)
-
smapiri
in sense "correspondence between sets/classes"
- x1 is a morphism from x2 to x3.
On affix form:
- mapku
- x1 is a cap/hat/crown/helmet/piece of headgear [head-top garment] of material x2.
In definition:
- cartu
- x1 is a chart/diagram/map of/about x2 showing formation/data-points x3.
- fancu
- x1 is a function/single-valued mapping from domain x2 to range x3 defined by expression/rule x4.
- catcku
- x1 is an atlas (book of maps) containing x2
- dubyfancu
- f1 is an identity function/single-valued mapping from domain f2 to range f3
- mekfancu
- x1 is an operator/mathematical function/single-valued mapping from domain x2 to range x3 defined by mathematical expression/rule x4.
- tedmre
- m1 surveys t1=m2 as m3 (map or measurements) in unit m4 with accuracy m5
- tumymre
- m1 surveys t1=m2 as m3 (map or measurements) in unit m4 with accuracy m5
- facni
- x1 is an n-ary operator/map which is distributive/linear/homomorphic in or over or from space/structure x2, mapping to space or structure x3, thereby producing a new space/structure x4 which is the 'union' of x2 and x3 endowed with x1; x1 distributes over/through all of the operators of x2.
- ci'ai'u (exp!)
- Mekso unary or binary operator: n-set or integer interval; in unary form, it maps a nonnegative integer X1 = n to the set \1, \dots , n\ (fully, officially, and precisely: the intersection of (a) the set of exactly all positive integers with (b) the closed ordered interval [1, n] such that n \geq 1; see notes for other n); in binary form, it maps ordered inputs (X1, X= (m, n) to the intersection of (a) the set of exactly all integers with (b) the closed ordered interval [m, n].
- fa'au (exp!)
- mathematical unary operator: map notation
- fau'au (exp!)
- two-tier function map/assignment writer notation: X1 (ordered list, no repetitious terms) maps termwise-respectively to X2 (ordered list; may be repetitious but must have exactly as many terms as X1)
- ji'i'u (exp!)
- mekso, at-most-5-ary operator: a rounding function; ordered input list is (x,n,t,m,b) and the output is sgn(x) bt roundn (b(-t) abs(x)), with rounding preference n and where the fractional part of b(-t) abs(x) being equal to 1/2 causes the roundn ( ) function to map b(-t) abs(x) to the nearest integer of form 2Z+m, for base b (determined by context if not explicitly input) and some integer Z (determined by context).
- mai'u'ei (exp!)
- mekso unary operator: Levi-Civita symbol; for input n-tuple (a1, a ... , an), where n is a strictly positive integer, the output is \varepsilona, where \varepsilon is the Levi-Civita symbol under the convention of mapping (1, 2, ..., n) to 1.
- va'au'au (exp!)
- Binary mekso operator: group-theoretic conjugation (group action): maps inputs (X1, X to X2^(-X= \phi(X. Default: X3 = 1.
- kerneli
- x1 (set) is the set of all points/input values in the domain of function x2 such that that function (x2) maps them to 0.
- peglfi
- x1 is a PEG rule that consumes the same input as x3, but produces the output of x3 mapped with function x2
- pirnmipmepi
- x1 is a mip map of source image x2 with downsized images x3.
- prixaja
- x1 (curling angular-direction) is a quantity expressed angularly with direction (counter)clockwise and
which maps to (pseudo)vector x2 (Cartesian direction) via rule/convention x3
- puvrmipmepi
- x1 is mip-mapping (process).
- sizrmipmepi
- x1 is mip-mapping (concept thereof).
- stodraunju
- x1 is a function mapping x2 (domain) to x3 (codomain) such that properties x4 (ka) of x2 are preserved in its image under x1 according to the rules/operations/relations of x3 corresponding to those of x2 by x1.
- tsautu
- x1 (entity) is a sketch, draft, outline, preliminary sketch, rough draft, rough sketch, sketch map, sketch plan of x2 (entity)
- umre
- x1 (set) is measurable and has measure x2 (li; non-negative real number or possibly positive infinity) by measure x3 in space/dimensionality/under conditions x4; x2 is the x3 measure of set x1 in space x4; x3 is a measure which is defined on some class of measurable sets in
x4 such that it maps x1 to x2
In notes:
- nonsmi
- x1 is the zero(-like)/additive identity of structure/ring x2; often is denoted by ' 0R '
(for structure/ring R, specified by x2) or by '0' when context is obvious
- pavysmi
- x1 is the one(-like) element/multiplicative identity of structure/ring x2; often is denoted by
' 1R ' or ' IR ' or by (when context is obvious) '1' or 'I', for structure/ring R (given by x2).
- treicytunba
- x1 is of the same rank/generation in hierarchical structure x2 by standard/partial ordering/relationships x3.
- grafu
- x1 is the graph on vertices/nodes x2 (set) and edges x3 (set of ordered or unordered 2-tuples of vertices in x2) and with additional properties x4.
- nicfa
- x1 (vector) is the displacement of x2 (object/point) relative to x3 (object/point; contextless default: origin) in coordinate system/frame of reference/as measured by x4 according to definition/standard/(meta)physics x5
- be'ei'oi (exp!)
- ternary mekso operator: x1th Bergelson multiplicative interval with exponents bounded from above by function x2 and with sequence of shifts x3, where exponents belong to set x4
- ja'oi (exp!)
- permutation cycle writer notation start
- kei'ai
- mekso style converter: elementwise application of operator
- mai'u (exp!)
- unary mekso operator: signum function
- mai'u'au (exp!)
- unary mekso operator: parity of function; if the input is a unary real-valued function X1 which is defined on a subset of the reals, then the output is 1 is X1 is even, -1 if X1 is odd, and 0 otherwise.
- po'i'oi (exp!)
- mekso at-most-3-ary operator: convert to polynomial; X1 (ordered list of algebraic structure (probably field) elements) forms the (ordered list of) coefficients of a polynomial/Laurent-like series with respect to indeterminate X2 under ordering rule X3 (default for finite list: the first entry is the coefficient of the highest-degree term and each subsequent entry is the next lesser-degree coefficient via counting by ones and wherein the last entry is the constant term)
- ru'ei (exp!)
- n-ary operator: n-ary magma/group/ring operator a*b = ab`
- vi'oi'au (exp!)
- mekso unary operator: the set of all fixed points of function a
- xi'ei
- binary mekso operator: for ordered list X1, this word outputs the same ordered list except the indices/subscripts have been relabelled/redefined/reindexed according to rule X2 (see notes).
- zau'e'u
- text affirmation/negation mode toggle
- faumji
- x1 is the result of evaluating mathematical object x2 at point/with input value x3 (ordered tuple)
- grafetu
- x1 is the graph on vertices/nodes x2 (set) and edges x3 (set of ordered or unordered tuples of vertices in x2) and with additional properties x4.
- tamseingu
- Target node x1 and primary subject node x4 belong to the same (single) strictly-directed, connected tree graph/network/hierarchy or are related by relation scheme x5 such that x1 has coordinates (x2, x and x4 has coordinates (0, 0) according to the labelling scheme which is described in the notes hereof.