Bénédicte Alziary
University of Toulouse
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Operator theory | 1999
Bénédicte Alziary; Jacqueline Fleckinger; Peter Takáč
We recall here some recent results on maximum and anti-maximum principles for some elliptic problems. Moreover, we give some new forms of extended maximum principle for elliptic systems involving Schrodinger operators − Δ + q(x)• defined in the entire space ℝ N , with the potential q tending to +∞ at infinity. The systems are not necessarily cooperative.
Journal of Banking and Finance | 1997
Bénédicte Alziary; Jean-Paul Décamps; Pierre-François Koehl
Mathematical Methods in The Applied Sciences | 2003
Bénédicte Alziary; Jacqueline Fleckinger-Pellé; Peter Takác
Journal of Differential Equations | 1997
Bénédicte Alziary; Peter Takáč
Positivity | 2001
Bénédicte Alziary; Jacqueline Fleckinger-Pellé; Peter Takáč
Communications in Mathematical Analysis | 2017
Bénédicte Alziary; Jacqueline Fleckinger; Marie-Hélène Lécureux
Journal of Functional Analysis | 2009
Bénédicte Alziary; Peter Takáč
Journal of Functional Analysis | 2007
Bénédicte Alziary; Jacqueline Fleckinger-Pellé; Peter Takáč
Ninth international conference Zaragoza-Pau on applied mathematics and statistics : Jaca (Spain), September 19-21, 2005, 2006, ISBN 84-7733-871-X, págs. 19-26 | 2006
Marie-Hélène Lécureux; Bénédicte Alziary; Jacqueline Fleckinger
Archive | 2002
Bénédicte Alziary; Naziha Besbas; Laure Cardoulis; Jacqueline Fleckinger