GENERIC of argDng

description::
* bodyNo-argument,

name::
* McsEngl.argDng'generic,

argDng.SPECIFIC

description::
* duor,
* duon,
* product,
* manner,
* time-when,
* space-where,
* speed,

name::
* McsEngl.argDng.specific,

argDng.doer

description::
· duor of doing is the-argument that causes the-doing.

name::
* McsEngl.argDng.actor,
* McsEngl.argDng.agent,
* McsEngl.argDng.doer,
* McsEngl.argDng.duor, /dúor/,
* McsEngl.doer,
====== langoGreek:
* McsElln.πράττων!=doer,

argDng.doon

description::
· doon-of-doing is the-entity upon which the-doer is-doing.

name::
* McsEngl.argDng.doon, /dúon/,
* McsEngl.doing'doon,
* McsEngl.doon-of-doing,

argDng.output

description::
"(n) product, production (an artifact that has been created by someone or some process) "they improve their product every year"; "they export most of their agricultural production""
[http://wordnetweb.princeton.edu/perl/webwn?s=product]

name::
* McsEngl.argDng.output,
* McsEngl.output-of-doing,

argDng.input

description::
· entities consumed in a-doing.

name::
* McsEngl.argDng.input,
* McsEngl.input-argDng,

argDng.time

description::
· time of doing[a] is its[a] argument that denotes the-time the-doing[a] happens.

name::
* McsEngl.argDng.time,
* McsEngl.doing'time,
* McsEngl.time-of-doing,
====== langoSinago:
* McsSngo.to-a-rio!=time-of-doing,

argDng.space

description::
· space of doing[a] is its[a] argument that denotes the-space at which the-doing[a] happens.

name::
* McsEngl.argDng.space,
* McsEngl.doing'space,
* McsEngl.space-of-doing,
====== langoSinago:
* McsSngo.do-a-rio!=space-of-doing,

argDng.direction.space

name::
* McsEngl.argDng.direction.space,
* McsEngl.argDng.space-direction,
* McsEngl.direction.space--of-doing,
* McsEngl.space-direction--of-doing,

generic-tree::
* space-direction,

argDng.direction.goal

description::
· goal-direction of doing is the-doing-argument that shows the-purpose of doing.

name::
* McsEngl.argDng.direction.goal,
* McsEngl.argDng.goal-direction,
* McsEngl.direction.goal--of-doing,
* McsEngl.goal-direction--of-doing,

argDng.manner

description::
· manner of doing is the-style (definiteNo) of doing.

name::
* McsEngl.argDng.manner,
* McsEngl.doing'manner,
* McsEngl.manner-of-doing,
* McsEngl.method-of-doing,
* McsEngl.style-of-doing,
* McsEngl.way-of-doing,
====== langoSinago:
* McsSngo.manero-a-rio!=manner-of-doing,
====== langoGreek:
* McsElln.τρόπος,

argDng.cause

description::
· cause-of-doing[a] is the-entity which has as result the-doing[a].

name::
* McsEngl.argDng.cause,
* McsEngl.cause-of-doing,
* McsEngl.doing'cause,

argDng.effect

description::
· effect-of-doing[a] is the-entity which has as cause the-doing[a].

name::
* McsEngl.argDng.effect,
* McsEngl.doing'effect,
* McsEngl.effect-of-doing,

argDng.with

description::
· with-what is an-entity (eg tool) the-doer uses on doing.

name::
* McsEngl.argDng.with,
* McsEngl.doing'with-what,

argDng.measure

description::
· measure-of-doing[a] is a-measure-of-entity of doing[a]

name::
* McsEngl.argDng.measure,
* McsEngl.doing'measure,
* McsEngl.measure-of-doing,

argDng.speed

description::
· speed-of-doing[a] is the-rate (= ratio per time) at which the-doing[a] happens.

name::
* McsEngl.argDng.speed,
* McsEngl.doing'speed,
* McsEngl.speed-of-doing,

state of doing

name::
* McsEngl.doing'state,
* McsEngl.doing'att005-state,
* McsEngl.doing'state-att005,
* McsEngl.state-of-doing,

description::
· state-of-doing is the-doing in a-timepoint.

stage of doing

name::
* McsEngl.doing'stage,
* McsEngl.doing'att006-stage,
* McsEngl.doing'stage-att006,
* McsEngl.stage-of-doing,

description::
· stage-of-doing is the-doing in a-timeinterval.

timespan of doing

name::
* McsEngl.doing'timespan,
* McsEngl.doing'att007-timespan,
* McsEngl.doing'timespan-att007,
* McsEngl.timespan-of-doing,

description::
· timespan-of-doing is the-timeinterval of the-whole doing.

01_argument of acting

description::
· argument of acting is its argument-of-doing.

name::
* McsEngl.acting'01_argument!⇒argAct,
* McsEngl.acting'argument!⇒argAct,
* McsEngl.argAct,

02_valence of acting

name::
* McsEngl.acting'02_valence,
* McsEngl.acting'valence,

description::
·

03_syntax of acting

description::
· every language has its own syntax for an-acting.
* English:
_txtEng: stxSbj=doer:(...) _stxVrbActive:(...) _stxArg:(...).

name::
* McsEngl.acting'03_syntax,
* McsEngl.acting'syntax,
* McsEngl.syntax.acting,

04_risk of acting

name::
* McsEngl.acting'04_risk,
* McsEngl.acting'risk,

description::
·

acting.mapping

description::
· mapping is the-action of association of a-primary-entity (archetype) with another one (the-model) on a-system of rules.

name::
* McsEngl.acting.mapping,
* McsEngl.mapping-action,
* McsEngl.map!~verbEngA2,
====== langoGreek:
* McsElln.αντιστοίχιση!=mapping,
* McsElln.αντιστοιχώ!~verbEll!=map,

acting.naming

description::
"(v) name, call, know as, be known as (assign a specified (usually proper) proper name to) "They named their son David"; "The new school was named after the famous Civil Rights leader""
[http://wordnetweb.princeton.edu/perl/webwn?s=call]

name::
* McsEngl.acting.naming,
* McsEngl.calling,
* McsEngl.naming,
* McsEngl.name!~verbEngB1,
====== langoGreek:
* McsElln.ονομασία!~η!=naming,
* McsElln.ονομάζω!~verbEll!=name,

acting.reacting

description::
· reacting is the-acting of doer in response to something.

name::
* McsEngl.acting.reacting,
* McsEngl.reacting,
* McsEngl.react!~verb,

01_argument of functing

description::
* doer: functer,
* output,

name::
* McsEngl.functing'01_argument,
* McsEngl.functing'argument,
* McsEngl.argFct,

02_valence of functing

name::
* McsEngl.functing'02_valence,
* McsEngl.functing'valence,

description::
·

03_syntax of functing

description::
* English:

name::
* McsEngl.functing'03_syntax,
* McsEngl.functing'syntax,
* McsEngl.syntax.functing,

04_risk of functing

name::
* McsEngl.functing'04_risk,
* McsEngl.functing'risk,

description::
·

functing.SPECIFIC

description::
* braining-functing,
* brainingNo-functing,
* moving-functing,
* movingNo-functing,
* output-functing,
* outputNo-functing,

name::
* McsEngl.functing.specific,

functing.braining (link)

functing.brainingNo

description::
· braining-functing is NOT a-functing of a-brain.

name::
* McsEngl.functing.brainingNo,

functing.moving

description::
· moving-functing is a-functing of an-entity with a-change in space.

name::
* McsEngl.functing.moving,

specific::
* arriving,
* blinking,
* coming,
* climbing,
* dancing,
* falling,
* flying,
* grimacing,
* leaving,
* physical-exercizing,
* running,
* swimming,
* taking-a-walk,
* walking,

functing.movingNo

description::
· moving-functing is a-functing of an-entity WITHOUT a-change in space.

name::
* McsEngl.functing.movingNo,

functing.outputing

description::
· outputing-functing is a-functing of an-entity with an-output (= a-new created entity).

name::
* McsEngl.functing.outputing,

functing.outputingNo

description::
· outputing-functing is a-functing of an-entity WITHOUT an-output (= a-new created entity).

name::
* McsEngl.functing.outputingNo,

uniting.acting

description::
·

name::
* McsEngl.doing.uniting.acting,
====== langoSinago:
* McsSngo.rio-enono-ezo,
====== langoGreek:
* McsElln.ενώνω!~verbEll,

uniting.functing

description::
·

name::
* McsEngl.doing.uniting.functing,
====== langoSinago:
* McsSngo.rio-enono-eso,
====== langoGreek:
* McsElln.ενώνομαι!~verbEll,

uniting.adding

description::
· addition-doing is a-doing of whole creation.

name::
* McsEngl.addition-doing,
* McsEngl.doing.adding,
* McsEngl.uniting.adding,

doing.subtracting

description::
"(n) subtraction, deduction (the act of subtracting (removing a part from the whole)) "he complained about the subtraction of money from their paychecks""
[http://wordnetweb.princeton.edu/perl/webwn?s=subtraction]

name::
* McsEngl.deduction,
* McsEngl.disuniting.subtracting,
* McsEngl.doing.subtracting,
* McsEngl.subtraction,
====== langoGreek:
* McsElln.αφαίρεση!=subtracting,

doing.dividing

description::
· dividing is the-doing which is a-repeating subtracting.

name::
* McsEngl.dividing,
====== langoSinago:
* McsSngo.rio-enonoUno!=dividing,
====== langoGreek:
* McsElln.διαίρεση!=dividing,

space-direction (link) of moving

moving.action

description::
· moving.action is a-moving of an-entity by a-doer.

name::
* McsEngl.moving.action,
* McsEngl.move!~verbEngB1,
====== langoGreek:
* McsElln.ματακινώ!~verbEll!=move,
* McsElln.ματατοπίζω!~verbEll!=move,

moving.function

description::
· moving.function is a-moving of a-doer.

name::
* McsEngl.moving.function,

frequency of repeating

description::
"Frequency is the number of occurrences of a repeating event per unit of time.[1]
It is also referred to as temporal frequency, which emphasizes the contrast to spatial frequency and angular frequency.
The period is the duration of time of one cycle in a repeating event, so the period is the reciprocal of the frequency.[2]
For example: if a newborn baby's heart beats at a frequency of 120 times a minute, its period, T, — the time interval between beats—is half a second (60 seconds divided by 120 beats).
Frequency is an important parameter used in science and engineering to specify the rate of oscillatory and vibratory phenomena, such as mechanical vibrations, audio signals (sound), radio waves, and light."
[{2019-12-06} https://en.wikipedia.org/wiki/Frequency]

name::
* McsEngl.frequency,
* McsEngl.repeating'frequency,

period of repeating

description::
"
The period is the duration of time of one cycle in a repeating event, so the period is the reciprocal of the frequency.[2]
For example: if a newborn baby's heart beats at a frequency of 120 times a minute, its period, T, — the time interval between beats—is half a second (60 seconds divided by 120 beats).""
[{2019-12-06} https://en.wikipedia.org/wiki/Frequency]

name::
* McsEngl.period-of-repeating,
* McsEngl.repeating'period,

repeating.SPECIFIC

description::
* oscillating,
* rotating,
* waving,

name::
* McsEngl.repeating.specific,

repeating.oscillating

description::
"Oscillation is the repetitive variation, typically in time, of some measure about a central value (often a point of equilibrium) or between two or more different states. The term vibration is precisely used to describe mechanical oscillation. Familiar examples of oscillation include a swinging pendulum and alternating current.
Oscillations occur not only in mechanical systems but also in dynamic systems in virtually every area of science: for example the beating of the human heart (for circulation), business cycles in economics, predator–prey population cycles in ecology, geothermal geysers in geology, vibration of strings in guitar and other string instruments, periodic firing of nerve cells in the brain, and the periodic swelling of Cepheid variable stars in astronomy."
[{2019-12-06} https://en.wikipedia.org/wiki/Oscillation]

name::
* McsEngl.oscillating,
* McsEngl.repeating.oscillating,
====== langoGreek:
* McsElln.ταλάντωση!=oscillating,

repeating.rotating

description::
"A rotation is a circular movement of an object around a center (or point) of rotation. A three-dimensional object can always be rotated around an infinite number of imaginary lines called rotation axes (/ˈæksiːz/ AK-seez). If the axis passes through the body's center of mass, the body is said to rotate upon itself, or spin. A rotation about an external point, e.g. the Earth about the Sun, is called a revolution or orbital revolution, typically when it is produced by gravity. The axis is called a pole."
[{2019-12-06} https://en.wikipedia.org/wiki/Rotation]

name::
* McsEngl.repeating.rotating,
* McsEngl.rotating,
====== langoGreek:
* McsElln.περιστροφή!=rotating,

repeating.waving

description::
"In physics, mathematics, and related fields, a wave is a disturbance (change from equilibrium) of one or more fields such that the field values oscillate repeatedly about a stable equilibrium (resting) value. If the relative amplitude of oscillation at different points in the field remains constant, the wave is said to be a standing wave. If the relative amplitude at different points in the field changes, the wave is said to be a traveling wave. Waves can only exist in fields when there is a force that tends to restore the field to equilibrium.
The types of waves most commonly studied in physics are mechanical and electromagnetic. In a mechanical wave, stress and strain fields oscillate about a mechanical equilibrium. A traveling mechanical wave is a local deformation (strain) in some physical medium that propagates from particle to particle by creating local stresses that cause strain in neighboring particles too. For example, sound waves in air are variations of the local pressure that propagate by collisions between gas molecules. Other examples of mechanical waves are seismic waves, gravity waves, vortices, and shock waves. In an electromagnetic wave the electric and magnetic fields oscillate. A traveling electromagnetic wave (light) consists of a combination of variable electric and magnetic fields, that propagates through space according to Maxwell's equations. Electromagnetic waves can travel through transparent dielectric media or through a vacuum; examples include radio waves, infrared radiation, visible light, ultraviolet radiation, X-rays and gamma rays.
Other types of waves include gravitational waves, which are disturbances in a gravitational field that propagate according to general relativity; heat diffusion waves; plasma waves, that combine mechanical deformations and electromagnetic fields; reaction-diffusion waves, such as in the Belousov–Zhabotinsky reaction; and many more.
Mechanical and electromagnetic waves transfer energy,[1], momentum, and information, but they do not transfer particles in the medium. In mathematics and electronics waves are studied as signals.[2] On the other hand, some waves do not appear to move at all, like standing waves (which are fundamental to music) and hydraulic jumps. Some, like the probability waves of quantum mechanics, may be completely static.
A physical wave is almost always confined to some finite region of space, called its domain. For example, the seismic waves generated by earthquakes are significant only in the interior and surface of the planet, so they can be ignored outside it. However, waves with infinite domain, that extend over the whole space, are commonly studied in mathematics, and are very valuable tools for understanding physical waves in finite domains.
A plane wave seems to travel in a definite direction, and has constant value over any plane perpendicular to that direction. Mathematically, the simplest waves are the sinusoidal ones in which each point in the field experiences simple harmonic motion. Complicated waves can often be described as the sum of many sinusoidal plane waves. A plane wave can be a transverse, if its effect at each point is described by a vector that is perpendicular to the direction of propagation or energy transfer; or longitudinal, if the describing vectors are parallel to the direction of energy propagation. While mechanical waves can be both transverse and longitudinal, electromagnetic waves are transverse in free space."
[{2019-12-06} https://en.wikipedia.org/wiki/Wave]

name::
* McsEngl.repeating.waving,
* McsEngl.waving,
====== langoGreek:
* McsElln.κύμα!=waving,