BFPT

(redirected from Banach's fixed point theorem)
AcronymDefinition
BFPTbarrier-free proton transfer
BFPTboiler feed pump turbine
BFPTBrooks Fiber Properties, Inc. (stock symbol)
BFPTBrouwer Fixed Point Theorem
BFPTBundesdeutsche Fachtagung für Plasmatechnologie
BFPTBraque Francais de Petite Taille
BFPTBundesverband von Fach und Führungskräften bei Post und Telekom (Germany)
BFPTBismuth Ferrite Lead Titanate
BFPTBattle-Focused Physical Training (US DoD)
BFPTBanach's fixed point theorem
BFPTBoth Full­time and Part­time
BFPTBlown Film Processing and Troubleshooting
BFPTBioreactor Flow and Particle Trajectory (shuttle experiment)
BFPTBelmar Fitness and Physical Therapy (New Jersey)
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References in periodicals archive ?
Finally, we mention another interesting result which is a simple consequence of Banach's fixed point theorem.
According to some authors--including Nieto and Rodriguez-Lopez [6] or (quite recently) O'Regan and Petrusel [7]--this result is the first extension of the classical 1922 Banach's fixed point theorem [2] to the realm of (partially) ordered metric spaces.
In view of Banach's fixed point theorem, problem (3.1) has a unique solution.
In 1976, Jungck [15] proved a common fixed point theorem for commuting maps generalizing the Banach's fixed point theorem. This result was further generalized and extended in various ways by many authors.
Zamfirescu [38] established a nice generalization of the Banach's fixed point theorem by combining (1.2), (1.5) and (1.6).