# bounded product

## bounded product

[′bau̇nd·əd ′präd·əkt] (mathematics)

For two fuzzy sets

*A*and*B*, with membership functions*m*and_{A}*m*, the fuzzy set whose membership function_{B}*m*_{A ⊙ B }has the value*m*(_{A}*x*) +*m*(_{B}*x*) - 1 for every element*x*for which*m*(_{A}*x*) +*m*(_{B}*x*) ≥ 1, and has the value 0 for every element*x*for which*m*(_{A}*x*) +*m*(_{B}*x*) ≤ 1.Want to thank TFD for its existence? Tell a friend about us, add a link to this page, or visit the webmaster's page for free fun content.

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