- fa'ai'ai
- mekso k-ary operator, for natural k and 1 < k < 5: ordered input (f, g, S, m) where f and g are functions, S is a set of positive integers or "ro" (="all"), and m is 0 or 1 (as a toggle); output is a function equivalent to the function f as applied to an input ordered tuple with g applied to the entries/terms with indices in S (or to all entries/terms if S="ro") if m=0, or g left-composed with the same if m=1.
- su'o'o
*(exp!)* - digit/number: strictly greater (more) than 0 but strictly less than all (jbo.: "ro").
- esme
- x
_{1}(text) is written in a dialect where {su'o}, {ro} quantifiers are treated as {su'oi}, {ro'oi} respectively

- pisu'osoi'ai
*(comp!)* - digit/number: at least almost-all of; at least almost-certain; 100%.
- su'ero
*(comp!)* - digit/number: any number
- su'osoi'ai
*(comp!)* - digit/number: at least almost-all/at least almost-every/at least almost-everywhere; the complementary set is null and may even be empty.
- leryrolmoivla
- l
_{1}(quoted letteral) is the last letter of the word v_{1}. - nalvaimenre
- x
_{1}is any referent of x_{2}; x_{2}has a set of referents, but the difference between the members of the set is not important - roldepre'e
- x
_{1}is local train that stops every station of cars/units x_{2}(mass) for rails/system/railroad x_{3}, propelled by x_{4}. - rolju'o
- x
_{1}=d_{1}knows everything about x_{2}=d_{3}by epistemology x_{3}=d_{4}; x_{1}=d_{1}is omniscient about matter(s) x_{2}=d_{3}. - rolrafcre
- x
_{1}knows all the rafsi/morphemes of language x_{2} - tifmu'eza'i
- z
_{1}is real/really exists in this universe for z_{2}under metaphysics z_{3}. - troroltruci'e
- c
_{1}is a totalitarian system in j_{2}with power exercised by t_{1}=t_{1} - drisu
- x1 is medicine used to treat illness/disease x2 ({bilma}/ka/state) via mechanism of action x3 (event) at dosage x4 (ka))
- bu'ai
*(exp!)* - abstractor: abstractor to create logically quantified selbri variable to be used in predicate logic of third or higher order.
- cu'au
- universal famyma'o: terminates the most recently opened construct or clause.
- dau'e
*(exp!)* - Numeral: Some but not all.
- dau'o
- Quantifier modifier: endowment of existential import - repeal of existential import/abstention from claiming existence - assertion of non-existence
- kai'i
- Property relativizing determiner / unary quantifier constructor. {kai'i} introduces a predicate whose first argument slot becomes filled by the property made by taking the bridi in which this {kai'i} appears and putting {ce'u} into the argument slot in which this {kai'i} argument was located. Put formally, "kai'i brodi cu brodu" = "lo ka ce'u brodu cu brodi". Additionally, a {kai'i} term has a rightward logical scope, like quantifiers and adverbials.
- kau'u
- Predicate to variable-binding binary quantifier. The first slot of the predicate must be a property.
- na'ei
*(exp!)* - Contradictory negation of a predicate
- no'ai
*(exp!)* - digit/number: absolute zero; nothing; there does not exist; ∄
- rai'i
- mekso (2 or 3)-ary operator: maximum/minimum/extreme element; ordered list of extreme elements of the set underlying ordered set/structure X
_{1}in direction X_{2}of list length X_{3}(default: 1) - ro'oi
*(exp!)* - universal plural quantifier. “All.”
- sei'a
*(exp!)* - converts singular quantifier into plural quantifier
- soi'ai
*(exp!)* - almost all/almost every/almost everywhere (technical sense): there is a non-universal conull subset (the complementary (sub)set of which is non-empty but of measure 0, where complement is taken with respect/relative to the universal set) of such things that are satisfactory.
- ve'oi
*(exp!)* - Close all open mathematical brackets.
- xau'o'o
- mekso convention cancellation
- xe'e
*(exp!)* - digit/number: any/non-specific referent; modifies quantifier to indicate that it is not important what the specific members of the referential set are
- ze'ai'au
- unary mekso operator: reverse ordered list/tuple X
_{1}. - funtiio
- x
_{1}(plural of ordered pairs) is an exhaustive set (possibly infinite) of inputs/outputs defining a unary function which yields result x_{3}when given input x_{2}; x_{1}(x_{2}) = x_{3} - jednpa
- x
_{1}(event/state) is on Monday or the first day of a week x_{2}in system x_{3}. - masnpa
- x
_{1}(event/state) is in the first month/January of a year x_{2}in system x_{3}. - namcixu
- For mo'e x
_{4}x in x_{1}there exist mo'e x_{5}y in x_{2}such that x me'au x_{3}y; for mo'e x_{6}y in x_{2}there exist mo'e x_{7}x in x_{1}such that x me'au x_{3}y. - omni
- x
_{1}has relation x_{2}(binary ka) with everything [that has property x_{3}(ka)] - premuje
- x
_{1}is a person-universe, considered as person x_{2}and as universe x_{3} - tcekitaujei
- x
_{1}is the 'ce ki tau jei' dialect of Lojban, used by x_{2}to communicate x_{3}(si'o/du'u) - torxesu
- x
_{1}is a torus of genus x_{2}(li; nonnegative integer), having x_{3}(li; nonnegative integer) distinct cusps, and with other properties/characteristics x_{4}, by standard/in sense x_{5}; x_{1}is an x_{2}-fold torus.