Semantic Composition with Quotient Algebras
Author
Clarke, D.
Lutz, R.
Weir, D.
Attention
2299/7633
Abstract
We describe an algebraic approach for computing with vector based semantics. The tensor product has been proposed as a method of composition, but has the undesirable property that strings of different length are incomparable. We consider how a quotient algebra of the tensor algebra can allow such comparisons to be made, offering the possibility of data-driven models of semantic composition.