Many ASCII and Unicode characters signify relationships:
> is greater than< is less than= is equal to≠ is not equal to∈ is a member of∉ is not a member ofIs there a character (which I can use in documentation or comments to describe code architecture in javascript or PHP) which signifies relies on dependency?
[relies on dependency] yThe closest thing I have come up with is:
∋ [U+220B] (ie. contains or contains as member)Can I employ the following notation
x ∋ yand it will describe x relies on the dependency y?
Do either javascript or PHP (or lower level programming languages) have a more specific notation for describing when one script always depends on (or includes) another modular script?
I have now also found the double turnstile:
⊨ [U+22A8] (ie. entails)(See: https://en.wikipedia.org/wiki/Double_turnstile)
I think ∋ and ⊨ are both reasonable candidates but neither convey precisely the relationship I am looking to describe.
I have come across another symbol called two joined squares:
⧉ [U+29C9] (two joined squares)I have been unable (so far) to determine the meaning of this symbol, though, pictorially, at least, it does suggest the kind of relationship I am looking to describe - that is, the upper left square incorporates part of the lower right square.
Returning to this question after nearly two and half years...
There is a mathematical symbol featuring two concentric circles:
⊚ [U+229A] (Circled Ring Operator)which no-one seems to know the meaning of, but which might suitably convey a module contained within another module (and imply that either the former is a dependency of the latter or vice versa).
Two points:
⊚ [U+229A] is not the better-known Bullseye (◎) [U+25CE], though perhaps either would do
other circular symbols which display another shape within the circle include:
⊙ [U+2299]⦿ [U+29BF]◔ [U+25D4]I am 3.5 years too late...but why don't you use "succeed" (≻) or "preceed" (≺)?
So "C" ≺ "D" means "C" preceeds "D", or "C" comes before "D". "D" cannot exist without "C".
I don't know if I fully understand "calls on the dependency*" concept...
In mathematics, we have these relations:
A ⇒ B is like saying "A implies B" or "B follows from A".
A ∵ B is like saying "A is true because B is true".
A ∴ B is like saying "Because A is true, therefore B is true".
But I am afraid they are not exactly the answer you ask for...
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