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satellite/home/features/neovim/snippets/common/math-phrases.miros

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2024-10-13 02:34:34 +02:00
block !word
for s <- @⟨,s⟩
block
for b <- @⟨b,B⟩
for w <- @⟨w,W⟩
for t <- @⟨w,W⟩
abbr @b⋄cla @b⋄y contradiction let's assume
abbr @w⋄lg @w⋄ithout loss of generality
abbr @t⋄its @t⋄hat is to say,
abbr @w⋄pbd @w⋄e will prove the statement in both directions.
abbr stam@s statement@s
abbr cex@s counterexample@s
for who <- @⟨which, this⟩
for what <- @⟨means, implies⟩
abbr @who@what @⟨@who:which,this⟩@⟨@what:means,implies⟩
for kind <- @⟨parts,substitution⟩
abbr ib@⟨@kind:p,s⟩ integration by @kind