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Lagrangian multipliers
(redirected from Lagrange multipliers)

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Lagrangian multipliers [lə′grän·jē·ən ′məl·tə‚plī·ərz]
(mathematics)
A technique whereby potential extrema of functions of several variables are obtained. Also known as undetermined multipliers.
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We introduce nonnegative Lagrange multipliers [[alpha].
A multi-class SVM classifier utilizing binary decision tree by Madzarov, Gjorgji; Gjorgjevikj, Dejan; Chorbev, Ivan / Informatica
M and [mu] are Lagrange multipliers associated with (12) and (11) respectively.
Water supply network in a fuzzy environment; maximum-entropy approach by Jana, P.; Roy, T.K.; Mazumder, S.K. / Tamsui Oxford Journal of Mathematical Sciences
j]) + b) (3) In this expression only these points are involved that lie closest to the hyperplane because corresponding Lagrange multipliers are non-zero.
Improved recognition of sustained ventricular tachycardia from SAECG ... by Jankowski, Stanislaw; Szymanski, Zbigniew; Piatkowska-Janko, Ewa; Oreziak, Artur / The Anatolian Journal of Cardiology (Anadolu Kardiyoloji Dergisi)
 
 
 
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