Generalized monotone maps are studied under affine variable transformations. The results enable us to generate generalized monotone matrices of any size. Various necessary conditions and sufficient conditions for generalized monotone matrices are derived. Furthermore, admissible translations of generalized monotone linear maps are studied. Finally, the maximal domain of generalized monotonicity is characterized

Pini, R., Schaible, S. (1994). Invariance properties of generalized monotonicity. OPTIMIZATION, 28(3/4), 211-222 [10.1080/02331939408843916].

Invariance properties of generalized monotonicity

Pini, R;
1994

Abstract

Generalized monotone maps are studied under affine variable transformations. The results enable us to generate generalized monotone matrices of any size. Various necessary conditions and sufficient conditions for generalized monotone matrices are derived. Furthermore, admissible translations of generalized monotone linear maps are studied. Finally, the maximal domain of generalized monotonicity is characterized
Articolo in rivista - Articolo scientifico
quasimonotonicity, pseudomonotonicity
English
1994
28
3/4
211
222
none
Pini, R., Schaible, S. (1994). Invariance properties of generalized monotonicity. OPTIMIZATION, 28(3/4), 211-222 [10.1080/02331939408843916].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/8195
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