Ability to read logic

This req­ui­site asks whether you can read a sen­tence that throws in log­i­cal ideas and no­ta­tion, with­out slow­ing down too much. If the state­ment \((\exists v: \forall w > v: \forall x>0, y>0, z>0: x^w + y^w \neq z^w) \rightarrow ((1 = 0) \vee (1 + 0 = 0 + 1))\) makes sense af­ter a bit of star­ing, you should mark your­self as hav­ing this req­ui­site. You will then au­to­mat­i­cally be shown Ar­bital pages and tabs con­tain­ing such no­ta­tion.

Parents:

  • Mathematics

    Math­e­mat­ics is the study of num­bers and other ideal ob­jects that can be de­scribed by ax­ioms.