This article has one of my favorite concatenations of jargon into a single sentence:
In this regard, it follows that for any compact regular 2-dimensional manifold with non-zero Euler characteristic, any continuous tangent vector field has at least one zero.
Those are all words most people recognize, but without experience in topology, it is completely incomprehensible.
Those are all words most people recognize, but without experience in topology, it is completely incomprehensible.