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> Compare any math notation to the logic notation used in philosophy.

Aren't they the same? I assume that by "logic notation used in philosophy" you mean the kind that's used by Carnap, Kripke, etc.

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Logic in philosophy is used in a lot of fields of humanities and social sciences too. When you have inductions and deductions based on qualitative axioms what you write is going to take a lot of brainpower to understand. A lot of the academic work in those fields takes thousands of words to explain all the thinking behind something that could be broadly explained in a paragraph.

No, I don't think this is what eximius was talking about. I think the kind you're talking about does not use any symbolic notation.

Admittedly, my exposure was brief and I certainly don't know the notation by any name, but the logic courses used drastically different notation from what I was used to in my math classes. Some of the symbols were the same, sometimes they had the same meanings, sometimes not. Often there were different symbols entirely.

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