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Currently, there are many papers that make no or little distinction between axioms and theorems that follows from existing axioms. This is because a lot of it is hard to prove and the arguments are narrowing down instead of defining everything upfront.
By using proper symbols where possible, this can be made clearer:
∵ because
∴ therefore
The text was updated successfully, but these errors were encountered:
Currently, there are many papers that make no or little distinction between axioms and theorems that follows from existing axioms. This is because a lot of it is hard to prove and the arguments are narrowing down instead of defining everything upfront.
By using proper symbols where possible, this can be made clearer:
∵
because∴
thereforeThe text was updated successfully, but these errors were encountered: