IFT

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IFTInstitute of Food Technologists
IFTIssued for Tender
IFTIn-for-Training (dogs)
IFTInverse Function Theorem (mathematics)
IFTIllinois Federation of Teachers
IFTInstitut für Fenstertechnik (German: Institute for Window Technology)
IFTInstitut fuer Therapieforschung (German: Institute for Therapy Research)
IFTImage Foresting Transform
IFTInterbank File Transfer
IFTInverse Fourier Transform
IFTIntegrated File Transfer
IFTInstituto de Física Teórica
IFTIn Flight Test
IFTInter-Facility Transfer (various locations)
IFTInter-Bank Fund Transfer
IFTInterfacial Tension
IFTIntegrated Flight Test
IFTIntra-Family Transfer (guns)
IFTInterferential Therapy (physiotherapy)
IFTInstitute for Tropospheric Research
IFTInternational Fair of Tourism
IFTIf True (Hyper Logo command)
IFTImmunofluorescence Test (biology)
IFTInternational Federation of Trekkers (Star Trek fan club)
IFTInterstate Fuel Tax (commercial vehicles)
IFTInternational Foundation for Telemetering (sponsor of the annual International Telemetering Conference, ITC)
IFTInternational Frisbee Tournament
IFTIntelligent Future Technologies (Sweden)
IFTIn Flight Technician
IFTInitial Flight Training
IFTInstrument Flight Trainer
IFTIsoxaflutole (herbicide)
IFTInstitut Français de Taipei (French: French Institute of Taipei; Taipei, Taiwan)
IFTInternet File Transfer (NASD)
IFTInternational Furan Technology (South Africa)
IFTInstantaneous Fourier Transform
IFTIntegrated Function Test
IFTIntegral Flyback Transformer
IFTIntegrated Flight Technologies
IFTInter-Failure Time
IFTInitial Film Thickness
IFTInstituto de Formación Técnica (Guatemala, private school)
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References in periodicals archive ?
Hamilton, "The inverse function theorem of Nash and Moser," Bulletin of the American Mathematical Society.
Local [C.sup.r] stability for iterative roots of orientation-preserving self-mappings on the interval
The inverse function theorem states that the inverse of f is well defined near [[lambda].sub.1].
Pseudospectral mapping theorem II
In this paper, using the PBH test for detectability [5] of linear systems and the inverse function theorem for differentiable mappings [6], we derive useful necessary conditions for the existence of local exponential observers for nonlinear control systems.
Necessary conditions for local exponential observers for nonlinear systems
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