Matches in Nanopublications for { ?s ?p "opposite of - x is the opposite of y if there exists some distance metric M, and there exists no z such as M(x,z) <= M(x,y) or M(y,z) <= M(y,x). (This description is from RO. Needs to be rephrased)." ?g. }
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- opposite_of label "opposite of - x is the opposite of y if there exists some distance metric M, and there exists no z such as M(x,z) <= M(x,y) or M(y,z) <= M(y,x). (This description is from RO. Needs to be rephrased)." assertion.
- opposite_of label "opposite of - x is the opposite of y if there exists some distance metric M, and there exists no z such as M(x,z) <= M(x,y) or M(y,z) <= M(y,x). (This description is from RO. Needs to be rephrased)." assertion.
- opposite_of label "opposite of - x is the opposite of y if there exists some distance metric M, and there exists no z such as M(x,z) <= M(x,y) or M(y,z) <= M(y,x). (This description is from RO. Needs to be rephrased)." assertion.