entropi
fu'ivla x_{1} (amount) is the entropy of system x_{2} under conditions x_{3} Any type of entropy is allowed, not just Boltzmann entropy; Boltzmann entropy should be named as such. x2 must be a system in the physical sense. See also: boltsemaku, ciste, kalte, cunso, zildatni.


judrnporte


kau'o
experimental cmavo generic algebra unit e_n The structure/space in which it is being considered should be specified. Subscripts are expected. Used for octonions, sedenions, etc. Can also be used for R, C, or H. Works like ka'o (as a comma) and is isomorphic to it. See also: ka'o, kai'o, kei'o, koi'o.


li'i ze'ei ka


li'i ze'ei nu


nonterfrinymokca
lujvo x_{1} is a singularity of function/object x_{2} of type/with properties x_{3}; x_{2} has a singularity of type/severity x_{3} at (locus) x_{1} x3 can be used in order to specify cosmetic/removable singularity, pole (and the degree/severity thereof), and essential singularity; none of these aforementioned options are a default. x1 may be at infinity or in various other spaces.


plajva


si'o ze'ei du'u


si'o ze'ei poi'i


visygau


xladja
lujvo xl_{1}=c_{1} is bad food/junk food (in one sense) for xl_{2}=c_{2}, bad by standard xl_{3}. The word “bad” is subjective here. The food can be “bad” for xl_{2}=c_{2}’s health, it can taste bad, etc. The “standard” place can be used for disambiguation.


pecai
cmavocompound restrictive relative phrase marker: permanently / inalienably associated with; it is impossible or nearimpossible to break that relation Proposed as a variation of po'e with less semanticboundary difficulties, while freeing up po'e for reassignment in dialects/forks. Most words that the concept of 'inalienable possession' applies to, e.g. birka, mamta, or even pendo in some natlangs, have a convenient be place to be used instead with a betterdefined meaning. However, this may be used for any relation that is impossibleornighimpossible to break, e.g. the car you worked on and made custom modifications to for years; in a sense, it will still be "your car" even if you sold it. do'ecai could be a variation to associate a bridi or the subject of the bridi, e.g. 'ti karce do'ecai mi'. See also pesai, pe


zoi'ai
experimental cmavo nonmekso quote/name substitution for ordered collection of prescriptions, descriptions, definitions, etc. Delimited nonmath/nonmekso quote (works like zoi in this respect). Treats the quote as a substitute for some formal collection of rules or mathematical description/definitions/notations; the exact meaning of the quote must be inferred as is the case with la or any quote; the quote is treated as a single block of text representative a single entity so described in only that case/context by the utterer; can be used to clarify the interpretation of text (convention specification; text need not be mathematical (in which case, it must be used in a metalinguistic scope)) or as an operand of certain mathematical operators (or, more generally perhaps, bridi). Might be useful for quoting names as descriptors for arguments of operands. For example: orderings, metrics, bases, densities, analytic properties, conventions, etc. can all be more easily described by a moniker than by a formal mathematical description. See also: ju'au, se'au, mau'au.


corci
experimental gismu x_{1} is a gesture/facial expression/body part motion/body language/expressive (nonverbal or nonvocal) feature/microexpression/stature/posture/sign/body signal [nonverbal expression made using only one's body parts and items on one's immediate person as extensions of the body in order to communicate; possibly nonlinguistic/extralinguistic] that conveys/expresses thought/emotion/command/idea x_{2} (nu/si'o; possibly text and other types) made using body part/utensil/object/at locus x_{3} in/by motion/action/means x_{4} Must be bodyoriented; any other object involved is simply for the matter of convenience and acts as an extension of the body (and thus must be on the performer's immediate person at or near the locus of the gesture). Body language, posturing, and stature are usually considered to be nonlocalized (bodygeneral), although they need not be (and technically are not in general). Must be externally visible and/or internally sensed. Any nonbodypart utensil/item (including clothing) must function as an extension of the body in the gesture. Need not be conscious or performed by a person (note that agent/performer is not mentioned in this definition); can, but need not, be accompanied by vocalizations (not necessarily linguistic), but the gesture itself is not primarily noiseproducing. Might include sign language words or cheremes, although a more explicit word for linguistically organized and “full” cheremes is preferred (and especially for the sign language as a whole). x1 is possibly best typed by nu and/or si'o. x4 might be best expressed as an event; for example, it could be "the event of the right hand touching the chest near the heart, with fist clenched" for a salute, whereas/wherein x3 would be merely the fist/hand (and the chest near the heart). Use cocygau for: x1 (agent) gestures; x1 agentively/actively makes gesture x2, communicating x3, performed with body part(s) x4 in motion x5. Proposed short rafsi: coc.


bai'i
experimental cmavo mekso string operator (ternary): findandreplace; in string/text/word/sequence X1 formally replace X2 (ordered tuple of terms to be replaced) with X3 (ordered tuple of terms to be respectively substituted) X2 and X3 are ordered tuples of substrings/letters/characters/letterals/digits/numerals. The ith term in tuple X2 is replaced with the ith term in tuple X3; the replacements are executed simultaneously (thus, no overlap/contradiction can be allowed to arise in the substitution in particular, in X2)  alternatively, if there is overlap/conflict in/between the terms of X2, the replacements are performed in order of presentation (the ith term in X2 is replaced by the ith term in X3, and then the (i+1)th term in X2 is replaced with the (i+1)th term in X3, starting with the 1st term in each). X2 and X3 must have the same length/number of terms  alternatively, X3 cannot be longer/have more terms than X2; in this situation, the ith term of X2 is replaced with the ith term of X3 until and including when the last term of X3 is reached, after which point the remaining terms in X2 are not replaced at all. Use a permutation acting on X2 as the argument for X3 in order to rearrange the substrings of X1; if the alphabet is ordered, then operators can be applied to the letters in order to rotate through the alphabet. In particular, if X1 is a binary string (a word over an alphabet of two letters) and X2 is the 2tuple of the letters of that binary alphabet (length1 substrings), then without specification of X3, this operator defaults to bitwise binary negation (bit conjugation) wherein each letter in X1 is replaced by the unique other letter in the binary alphabet (otherwise, the replacement would be the identity/trivial replacement or just a formal substitution letterbyletter which does not really change the nature of the word). X1 and each entry in X2 and X3 should be quoted, match a necessary type (such as being a character), or be abstracted a level by symbolics. In general, the replacement is formal and the strings in X3 need not be over the same alphabet as the one over which X1 is written. This operator is useful for combinatorial lines and for expanding digits (such as, in a binary string, replacing each occurrence of "0" with "01" and each occurrence of "1" with "10"; note that the replacement is instantaneous and simultaneous for all terms of X2 and every occurrence of such terms in X1, thus this substitution is perfectly acceptable).


be'ei'oi
experimental cmavo ternary mekso operator: x_{1}th Bergelson multiplicative interval with exponents bounded from above by function x_{2} and with sequence of shifts x_{3}, where exponents belong to set x_{4} x1 must be a positive integer. x2 must be a strictly monotonic increasing function mapping from all of the positive integers to a subset (not necessarily proper) thereof. x3 must be a sequence of natural numbers. x2 without context will default to the same value as x1 (it is simple linear on the set of positive integers), x3 without context will be a sequence all and only of 1's, x4 without context defaults to the set of all nonnegative integers. Let p_i be a prime for all i, with p_{1} = 2 and the ith prime (in the normal monotonic increasing order) being p_i. Let all other symbols match the aforementioned conditions. Represent the nth term of the sequence x3 by x3_n; represent the function in x2 being applied to the number m by x2(m). Then x1 be'ei'oi x2 boi x3 boi x4 produces the set of all numbers of the form x3_(x1) * (p_{1})^(e_{1}) *...* (p_(x1))^(e_(x1)), where e_j belongs to the intersection of the interval [0, x2(x1)] with x4.
