Person A watches the cup being half emptied. Person B walks into the room. Person A then tells person B "The glass is half empty". It is not possible for person B to infer that it has recently been emptied as opposed to filled, because "half empty" simply does not convey this information. I refer back to my previous comment
If I empty the glass to half capacity, I can still say that the glass is half full (of water).
This is why this psychological experiment arguably works. Someone who says the glass is half full, is focusing on what they already have (positive outlook), whereas someone who says it is half empty, is focusing on what they are missing (negative outlook). The only variable in either scenario is the person's perspective on life, not whether it was recently emptied or filled.
I've not said that describing the glass as "half empty" implies - in every situation - that the glass has been emptied. As for certain situations, based on a certain context, then "half empty" can be used specifically to imply that the glass has been emptied.
You are grasping at straws now, you have conceded that I am right. As with your example, it is very specific, as you say, "based on a certain context", and you are using an exception to justify the norm.
I will amend my conclusion so that we can finally agree.
Saying that a glass is half empty or half full tells us exactly this, that it is at half capacity. You are incorrectly inferring that half empty implies it has been half emptied,
in most cases.Edit: I wanted to add something, because it just came to mind as I was eating.
When I studied philosophy in school we studied logic and logical conclusions. For example, we have the following statements:
-When it rains, the floor is wet.
-The floor is only wet when it rains.
If I now say that the floor is wet, we can conclude that it rained with absolute certainty. (This conclusion is false, but that is only because the second premise is also false.).
Following this example:
-The glass is half empty.
-It can only be desribed as such when it has been half emptied.
If these two premises are true, then your conclusion is valid. I have already shown that the second premise is not true.
I studied philosophy almost 7 years ago, so I am bit shaky on this, but I hope I am getting my point across. You are assuming meaning where there is none. Words are used to convey information, and half empty simply does not convey to someone that the glass has been half emptied, it describes only the current state of the glass.
Edited 8/7/2020 14:27:35