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math.OC2013
Gauge Brezis-Browder Principles and Dependent Choice
Mihai Turinici
The gauge Brezis-Browder Principle in Turinici [Bull. Acad. Pol. Sci. (Math.), 30 (1982), 161-166] is obtainable from the Principle of Dependent Choices (DC) and implies Ekeland's…
math.OC2010★ 1 cited
Variational Principles in Fang Uniform Spaces
Mihai Turinici
The vectorial Zhu-Li Variational Principle (ZLVP) in Fang uniform spaces is in the logical segment between the Brezis-Browder ordering principle (BB) and Ekeland's Variational Prin…
math.OC2010
Almost Metric Versions of Zhong's Variational Principle
Mihai Turinici
A refinement of Zhong's variational principle [Nonlin. Anal., 29 (1997), 1421-1431] is given, in the realm of almost metric structures. Applications to equilibrium points are also…