Terminology is a general word for the group of specialized words or meanings relating to a particular field, and also the study of such terms and their use. This is also known as terminology science. Terms are words and compound words or multi-word expressions that in specific contexts are given specific meanings—these may deviate from the meanings the same words have in other contexts and in everyday language. Terminology is a discipline that studies, among other things, the development of such terms and their interrelationships within a specialized domain. Terminology differs from lexicography, as it involves the study of concepts, conceptual systems and their labels (terms), whereas lexicography studies words and their meanings.
Terminology is a discipline that systematically studies the "labelling or designating of concepts" particular to one or more subject fields or domains of human activity. It does this through the research and analysis of terms in context for the purpose of documenting and promoting consistent usage. Terminology can be limited to one or more languages (for example, "multilingual terminology" and "bilingual terminology"), or may have an interdisciplinarity focus on the use of terms in different fields.
Not sure if this is the proper rubric under which to put the question, so if a monitor wishes to move it or even remove it, I will understand.
I am proof-reading a mathematics manuscript, and the author (non-native speaker of English) keeps using the word "so-called" in places where I might put...
Consider a circle with a chordal line dividing the area into two unequal parts. It seems to be accepted practice to call the smaller of these parts a circular segment. Is there a generally accepted name for the larger area?
I've been writing some material where this geometry arises, and I've...
Some physics papers today describe the b quark as a beauty quark. For example:
Others physics papers today refer to b quarks as bottom quarks. For example:
The b quark is a particle that was theoretically predicted to exist in 1973 and first observed experimentally in 1977.
But, here we...
Hi everyone,
A friend of mine attending university in Japan is trying to write a paper in English discussing the effect that occurs when looking at a screen through polarized sun glasses (i.e. it looks dark or black).
She is looking for a formal term that specifically addresses the screen...
Hi all,
this is just a terminology question. I am aware of the definition of "proper time" (and "proper length") in the context of special relativity.
I recently heard the term "improper time", as opposed to proper time, of course.
Is that accepted terminology?
Sounds weird to me.
Could you please help me to understand what is the difference between notions of «transformation» and «automorphism» (maybe it is more correct to talk about «inner automorphism»), if any? It looks like those two terms are used interchangeably.
By «transformation» I mean mapping from some set...
Something I've always wondered: why do we measure the amount of disorder (entropy) rather than the amount of order?
We don't measure brightness by the amount of "dark". Surely order is the thing of interest, so why don't we measure that rather than measuring the absence of it?
And in...
Hello,
I noticed that in Wikipedia, action potential is not solely defined as a neural process, but rather as a process that happens between any cells that can release chemical signals and have target cells that can receive the signals.
Is this true? Would we say that endocrine system creates...
Hello all,
Great site...such a cool resource.
I am a fitness coach...as in any profession basing what we do on solid science is vital...and exercise practice goes "some way" to doing this...but it has its flaws. Hopefully a coach will talk about work, power and torque etc correctly, and have...
Apologies if this is a really trivial question, but I've never been quite sure as to the usage of the terminology dual space. I get that given a vector space ##V## we can construct a set of linear functionals that map ##V## into its underlying field and that these linear functionals themselves...
A blackbody is a theoretical object that perfectly absorbs all the light that falls on it. From what I understand this is an ideal situation and does not actually exist in reality. Certain objects are close to being a blackbody but they do not absorb 100% of the light that hits it (i.e. some...
I have been trying for a while to read a precise definition of a Vector Multiplet (to whom ##N=2## Supergravity theories couple to in ##4D##) but was not lucky in finding a self-contained one. The best I got was that on https://en.wikipedia.org/wiki/Supermultiplet though it was on...
This is not only a question strictly about mathematics, but in science or any other quantitative field in which there is an integration - or a summation that is like a discrete integration.
[ A ] the parameter that is considered the input variable for the integration/summati - i.e., the x of dx...
Now I am starting to learn Quantum Mechanics. In the class I am taught about operators, postulates and all other basic stuff.
I understand operators to be +, -, /, etc; but quantum mechanical operators are entirely different; to understand them, I think, I need to know the historical...
In a geometric mean equation, say 2 x 8 = 16, or a x b = c, what are the words we would use to describe the numbers or terms? Specifically, if you know 'a' and 'c', what do you call 'b'?
For example, in a normal multiplication, a x b = c, 'a' is the multiplicand, 'b' is the multiplier, and 'c'...
I have attached an image of a function that I fit to a scatter plot, and I would like to know if there is a term for the point on the function at which the slope transitions from being less than -1 to greater than -1. I have highlighted this point approximately in yellow...