complement of argument of relation

description::
· arguments-complement of an-argument|arguments is another argument with which all the-arguments of the-relation are complete.

name::
* McsEngl.arguments-complement,
* McsEngl.complement.arguments,
====== langoSinago:
* McsSngo.uargo!=complement.arguments,

relation.addition

description::
· addition-relation is a-relation among the-arguments of an-addition-action (= whole creation).

name::
* McsEngl.addition-relation,
* McsEngl.additive-relation,
* McsEngl.relation.addition,
* McsEngl.and!~conj,
* McsEngl.∧!~logical-and,
====== langoSinago:
* McsSngo.ro-ado!=relation.addition,
* McsSngo.ada!~conjSngo!=and,
====== langoGreek:
* McsElln.σύζευξη!=relation.addition,
* McsElln.σχέση.πρόσθεσης!=relation.addition,
* McsElln.και!~conjEll!=and,

addition-rel.multiplication

description::
· multiplication-relation is an-addition-relation of many times (multiplier) of an-entity (multiplicand).

name::
* McsEngl.addition-relation.multiplication,
* McsEngl.multiplication-relation,
* McsEngl.relation.multiplication,
* McsEngl.times!~conj,
====== langoGreek:
* McsElln.σχέση-πολλαπλασιασμού!=relation.multiplication,
* McsElln.επί!~conjEll!=times,

addition-rel.number

description::
· addition-relation-of-numbers is an-addition-relation with arguments numbers.

name::
* McsEngl.addition-relation.number,
* McsEngl.plus!~conj,
====== langoGreek:
* McsElln.συν!~conjEll!=plus,

addition-rel.two-arguments

description::
· two-arguments--addition-relation is an-addition-relation with two arguments.

name::
* McsEngl.addition-relation.two-arguments,
* McsEngl.both..and!~conj,

disjunction.exclusive

description::
· exclusive-disjunction is the-disjunction-relation which does-not-include and both ends: A or B.

name::
* McsEngl.disjunction-relation.exclusive,
* McsEngl.exclusive-disjunction-relation,
* McsEngl.either..or!~conj,
====== langoGreek:
* McsElln.αποκλειστική-διάξευξη!=exclusive-disjunction,
* McsElln.αποκλείουσα-διάξευξη!=exclusive-disjunction,

disjunction.inclusive

description::
· inclusive-disjunction is the-disjunction-relation which includes and both ends: A or B or (A and B).

name::
* McsEngl.disjunction-relation.inclusive,
* McsEngl.inclusive-disjunction-relation,
* McsEngl.or!~conj,
====== langoGreek:
* McsElln.εγκλείουσα-διάξευξη!=inclusive-disjunction,
* McsElln.περιεκτική-διάξευξη!=inclusive-disjunction,
* McsElln.ή!~conjEll!=or,

argument of subtraction-rel

description::
* minuend = the-number from which the-subtrahend is subtracted,
* subtrahend = the-number to be-subtracted from the-minuend,
* difference | remainder = the number that remains after subtraction; the number that when added to the subtrahend gives the minuend,
* subtracter = the-entity that does the-subtraction,

name::
* McsEngl.subtraction-relation'argument,

relation.absence

description::
"(n) absence (the state of being absent) "he was surprised by the absence of any explanation""
[http://wordnetweb.princeton.edu/perl/webwn?s=absence]

name::
* McsEngl.absence-relation,
* McsEngl.relation.absence,
* McsEngl.without!~conj,
====== langoGreek:
* McsElln.χωρίς!~conjEll!=without,

relation.division

description::
· division-relation is a-repeating subtraction-relation.

name::
* McsEngl.division-relation,
* McsEngl.relation.division,
====== langoGreek:
* McsElln.σχέση-διαίρεσης!=relation.division,

relation.exception

description::
· exception-relation is a-relation in which an-entity is-missing from a-whole.

name::
* McsEngl.exception-relation,
* McsEngl.relation.exception,
* McsEngl.besides!~conj,
* McsEngl.except!~conj,
* McsEngl.except-for!~conj,
* McsEngl.other-than!~conj,
* McsEngl.outside-of!~conj,
====== langoGreek:
* McsElln.σχέση-εξαίρεσης!=relation.exception,

cause of causality

description::
· cause is an-entity which give rise to another entity, the-effect.

name::
* McsEngl.causality'cause!⇒cause,
* McsEngl.cause,
* McsEngl.factor!⇒cause,
* McsEngl.reason!⇒cause,
====== langoSinago:
* McsSngo.kozo!=cause,
====== langoGreek:
* McsElln.αιτία!~η!=cause,
* McsElln.παράγοντας!~ο!=cause,

effect of causality

description::
"(n) consequence, effect, outcome, result, event, issue, upshot (a phenomenon that follows and is caused by some previous phenomenon) "the magnetic effect was greater when the rod was lengthwise"; "his decision had depressing consequences for business"; "he acted very wise after the event""
[http://wordnetweb.princeton.edu/perl/webwn?s=effect]

name::
* McsEngl.causality'effect,
* McsEngl.consequence,
* McsEngl.effect,
* McsEngl.result,
====== langoSinago:
* McsSngo.kozo-uanto!=effect,
====== langoGreek:
* McsElln.αποτέλεσμα!=effect,

relation-to-corelation of causality

description::
"The phrase "correlation does not imply causation" refers to the inability to legitimately deduce a cause-and-effect relationship between two events or variables solely on the basis of an observed association or correlation between them.[1][2] The idea that "correlation implies causation" is an example of a questionable-cause logical fallacy, in which two events occurring together are taken to have established a cause-and-effect relationship. This fallacy is also known by the Latin phrase cum hoc ergo propter hoc ('with this, therefore because of this'). This differs from the fallacy known as post hoc ergo propter hoc ("after this, therefore because of this"), in which an event following another is seen as a necessary consequence of the former event, and from conflation, the errant merging of two events, ideas, databases, etc., into one.
As with any logical fallacy, identifying that the reasoning behind an argument is flawed does not necessarily imply that the resulting conclusion is false. Statistical methods have been proposed that use correlation as the basis for hypothesis tests for causality, including the Granger causality test and convergent cross mapping."
[{2021-01-30} https://en.wikipedia.org/wiki/Correlation_does_not_imply_causation]

name::
* McsEngl.causality'relation-to-correlation,

causality.SPECIFIC

description::
* hypothetic-causality,
* hypotheticNo-causality,
===
* cause-relation,
* effect-relation,
===
* goal-relation,
===
* English-causality,
* Komo-causality,
* Esperanto-causality,
* Greek-causality,

name::
* McsEngl.causality.specific,

causality.cause-of-entity

description::
· cause-of-entity--relation is the-sequenced-relation of an-entity[a] and a-cause of it[a].

name::
* McsEngl._stxCause,
* McsEngl.causality.cause-of-entity,
* McsEngl.cause-relation,
* McsEngl.relation.cause-of-entity,

causality.effect-of-entity

description::
· effect-of-entity--relation is the-sequenced-relation of an-entity[a] and an-effect of it[a].

name::
* McsEngl._stxEffect,
* McsEngl.causality.effect-of-entity,
* McsEngl.effect-relation,
* McsEngl.relation.effect-of-entity,

causality.condition-of-entity

description::
· conditional-relation is a-cause-relation where the-cause, the-condition, is an-inteded (hypothetic or factual) entity.

name::
* McsEngl._stxCondition,
* McsEngl.causality.condition-of-entity,
* McsEngl.condition-of-entity--relation,
* McsEngl.condition-relation,
* McsEngl.conditional-relation,
* McsEngl.relation.condition-of-entity,

causality.goal-of-entity

description::
· goal-of-entity--relation is an-effect-relation where the-effect, the-goal, is an-inteded entity.

name::
* McsEngl.causality.goal,
* McsEngl.goal-of-entity--relation,
* McsEngl.goal-relation,
* McsEngl.relation.goal,

complement-arg of dialectic-antithesis

description::
· complement-arg of dialectic-antithesis is the-other argument of the-antithesis.

name::
* McsEngl.complement-argument--of--dialectic-antithesis,
* McsEngl.complement.antithesis,
====== langoSinago:
* McsSngo.uanto!=complement.antithesis,

dialectic-antithesis.SPECIFIC

description::
* cause-effect--relation,
* generic-specific--relation,
* whole-part--relation,

name::
* McsEngl.dialectic-antithesis.specific,

syntax of relation.existance

description::
· because this relation has ONE argument, there is a-confusion in its syntax:
· English sets this argument as subject-complement with the-dummy subject 'there', but the-subject-complement determines the-number of the-verb!
_txtEng: _stxSbj:(there) _stxVrb:(is) _stxSbjc:(a book) _stxSpace:(on the table).
_txtEng: _stxSbj:(there) _stxVrb:(are) _stxSbjc:(some books) _stxSpace:(on the table).
_txtEll: _stxVrb:(υπάρχουν) _stxSbj:(μερικά βιβλία) _stxSpace:(πάνω στο τραπέζι).

name::
* McsEngl.syntax.relation.existance,
* McsEngl.syntax.verb.there-exist,
* McsEngl.syntax.verb.there-is,

addressWpg::
* https://www.grammarly.com/blog/there-is-there-are/,
* https://forum.wordreference.com/threads/there-is-vs-exists.1749402/,

relation.info-archetype

description::
· info-archetype--relation is a-mapping-relation between an-info and its archetype.

name::
* McsEngl.archetype-info--relation,
* McsEngl.info-archetype--relation,
* McsEngl.relation.info-archetype,

relation.info-possession-of-entity

description::
· info-possession--relation-of-entity is a-relation-of-entity with info that possess.

name::
* McsEngl.info-of-entity-relation,
* McsEngl.relation.info-possession-of-entity,
* McsEngl.have-the-opinion,
* McsEngl.expect!~verbEngA1,
* McsEngl.think!~verbEngC1-think-thinks-thought-thinking-thought,
====== langoGreek:
* McsElln.θεωρώ!~verbEll!=know,
* McsElln.νομίζω!~verbEll!=know,

relation.belief-of-entity

description::
· belief--relation-of-entity is the-relation-of-entity[a] with info which it[a] considers true without proof.

name::
* McsEngl.belief--relation-of-entity,
* McsEngl.relation.belief-of-entity,
* McsEngl.believe!~verbEngB1,
====== langoGreek:
* McsElln.πιστεύω!~verbEll!=believe,

argument of relation.opposition

description::
· opposite is an-argument of opposition-relation.
* entity1,
* entity2,
* ..,
* entityN,

name::
* McsEngl.opposite,

complement of arg of relation.opposition

description::
· opposite-complement is the-arguments-complement of an-argument of opposition-relation.

name::
* McsEngl.complement.opposite,
* McsEngl.opposite-complement,
====== langoSinago:
* McsSngo.uno!=complement.opposite,

relation.opposition.SPECIFIC

description::
* high, middle, low,
* complex, middle, simple,
* strong, middle, weak,
* start, middle, end,
* past, present, future,

name::
* McsEngl.relation.opposition.specific,

argument of possession-rel

description::
* possessor,
* possession,

name::
* McsEngl.possession'argument,

possessor of possession-rel

description::
·

name::
* McsEngl.possessor-of-possession,
====== langoGreek:
* McsElln.κάτοχος!~ο!=possessor,
* McsElln.κατέχων!~ο!=possessor,

possession of possession-rel

description::
"(n) possession (anything owned or possessed)"
[http://wordnetweb.princeton.edu/perl/webwn?s=possession]

name::
* McsEngl.possession-of-possession,
====== langoGreek:
* McsElln.κατεχόμενο!~το!=possession,

possession-rel.SPECIFIC

description::
* possession-of-possessor--relation,
* possessor-of-possession--relation,
===
* ownership-relation,
* renting-relation,

name::
* McsEngl.possession.specific,

possession-rel.of-possessor

description::
· possessor-of-possession--relation is a-possession-relation with subject the-possessor.

name::
* McsEngl.possession-relation.of-possessor,
* McsEngl.possessor-of-possession--relation,
* McsEngl.have!~verbEngC1,
* McsEngl.possess!~verbEngA4,

possession-rel.of-possession

description::
· possession-of-possessor--relation is a-possession-relation with subject the-possession.

name::
* McsEngl.possession-of-possessor--relation,
* McsEngl.possession-relation.of-possession,
* McsEngl.am-possessed!~verbEngA4,

possession-rel.ownership (link)

possession-rel.renting

description::
· the-possessor has only the-right to use the-possession under a-term of contract with the-owner.
===
"3.26 The economic owner of entities such as goods and services, natural resources, financial assets and liabilities is the institutional unit entitled to claim the benefits associated with the use of the entity in question in the course of an economic activity by virtue of accepting the associated risks."
[http://synagonism.net/standard/economy/un.sna.2008.html#idPara3-26]

name::
* McsEngl.possession-relation.renting,
* McsEngl.renting-relation,

relation.tautology (3=3)

description::
·

name::
* McsEngl.relation.tautology,
* McsEngl.tautology,

relation.equality (1+2=3)

description::
· equality is a-sameness-relation with same arguments but not identical.

name::
* McsEngl.equality,
* McsEngl.relation.equality,
* McsEngl.am-equal,
* McsEngl.equal!~verbEngA2,
====== langoGreek:
* McsElln.ισότητα!=relation.equality,
* McsElln.σχέση-ισότητας!=relation.equality,

relation.equality.almost

description::
·

name::
* McsEngl.equality.almost,
* McsEngl.relation.equality.almost,

relation.analogy (1/2=2/4)

description::
· same relation, different arguments.

name::
* McsEngl.analogy,
* McsEngl.relation.analogy,

relation.mapping

description::
· mapping-relation is a-sameness-relation between two entities[a] in which a-system of rules relates its[a] attributes.
· the-relation that exists between input and output.
===
"(n) function, mathematical function, single-valued function, map, mapping ((mathematics) a mathematical relation such that each element of a given set (the domain of the function) is associated with an element of another set (the range of the function))"
[http://wordnetweb.princeton.edu/perl/webwn?s=mapping]

name::
* McsEngl.am-mapped!~verbEng!⇒rlnMapping,
* McsEngl.mapping-relation!⇒rlnMapping,
* McsEngl.methodMapping'03_relation-input-output!⇒rlnMapping,
* McsEngl.methodMapping'att003-relation-input-output!⇒rlnMapping,
* McsEngl.methodMapping'relation-input-output!⇒rlnMapping,
* McsEngl.model'02_mapping-relation!⇒rlnMapping,
* McsEngl.model'mapping-relation!⇒rlnMapping,
* McsEngl.relation.mapping!⇒rlnMapping,
* McsEngl.representation-relation!⇒rlnMapping,
* McsEngl.rlnMapping,
====== langoSinago:
* McsSngo.ro-mapo!=rlnMapping,
====== langoGreek:
* McsElln.αντιστοιχία!=rlnMapping,
* McsElln.σχέση-αντιστοιχίας!=rlnMapping,
* McsElln.αντιστοιχούμαι!~verbEll!=rlnMapping,

relation.imitation

description::
· imitation is a-sameness-relation among PROCESSES.
===
"(n) imitation (copying (or trying to copy) the actions of someone else)"
[http://wordnetweb.princeton.edu/perl/webwn?s=imitation]

name::
* McsEngl.imitation-relation,
* McsEngl.relation.imitation,
====== langoGreek:
* McsElln.μίμηση!~η!=imitation,

relation.resemblance

description::
"(v) resemble (appear like; be similar or bear a likeness to) "She resembles her mother very much"; "This paper resembles my own work""
[http://wordnetweb.princeton.edu/perl/webwn?s=resemble]

name::
* McsEngl.relation.resemblance,
* McsEngl.resemblance-relation,
* McsEngl.resemble!~verbEngB1,
* McsEngl.like!~conj,
====== langoGreek:
* McsElln.παρομοίωση!~η!=resemblance,
* McsElln.μοιάζω!~verbEll!=resemble,
* McsElln.σαν!~conjEll!=like,
* McsElln.ως!~conjEll!=like,