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Difference between revisions of "boolean algebra/threshold function"
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A '''threshold function''' is a [[Boolean function]] that determines whether a value equality of its inputs exceeded a certain threshold. A device that implements such logic is known as a [[threshold gate]]. | A '''threshold function''' is a [[Boolean function]] that determines whether a value equality of its inputs exceeded a certain threshold. A device that implements such logic is known as a [[threshold gate]]. | ||
Latest revision as of 20:05, 15 December 2015
A threshold function is a Boolean function that determines whether a value equality of its inputs exceeded a certain threshold. A device that implements such logic is known as a threshold gate.
Definition[edit]
Let Boolean inputs be . is a function that decides whether where is a real number called the threshold and are real-numbered weights. A threshold function on Boolean inputs is then a Boolean function that decides whether