FP

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Related to Fixed point: Fixed point number, Fixed point theorem
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AcronymDefinition
FPFisher-Price (toy company)
FPFunctional Programming
FPFireplace
FPFloating Point
FPFamily Practice
FPFramework Programme (European Union)
FPFrontPage (Microsoft software)
FPFront Page
FPFirst Person
FPFalse Positive
FPFinancial Planning
FPFinancial Planner
FPFirst Post
FPFire Protection
FPFunction Point
FPFrench Polynesia
FPFirepower (weaponry)
FPFuel Pressure
FPFrame Pointer (register)
FPFocal Plane
FPFinancial Products
FPFolkpartiet Liberalerna (Swedish political party)
FPForce Protection
FPFire Prevention
FPFood Poisoning
FPFiscal Policy
FPFood Processing
FPFastpitch
FPFixed Point
FPFreeport (Everquest)
FPForce Protection (US Air Force)
FPFitness Program (US Air Force)
FPFruit Punch (soft drink)
FPFixed Price (contract)
FPFull Power
FPFuel Pump
FPFull Precision (software rendering)
FPFinger Print
FPFlight Plan
FPFree Play
FPFull Paper
FPFoster Parent (various locations)
FPFair Play
FPFoolproof
FPFree Pass
FPFault Protection
FPFlower Power
FPFull Port (valve)
FPFastpass (Disney theme parks)
FPFiring Pin (firearms)
FPFlight Path (gaming, World of Warcraft)
FPFull Product
FPFabry-Perot
FPFunction Path
FPFree Pascal
FPFootpath (UK maps)
FPForbidden Planet (movie; retail shop)
FPFeatured Picture (Wikimedia Foundation)
FPFire Proof
FPFinal Placement
FPFluticasone Propionate
FPFreezing Point
FPFurry Paws (gaming website)
FPFine Point
FPFazilet Partisi
FPFlat Pack (integrated circuit package)
FPFighter Pilot
FPFluorescence Polarization
FPFiring Point (US DoD)
FPFood Pantry (various organizations)
FPFabricPath (Cisco)
FPFont Path
FPFamily Plan (insurance)
FPFluid Pressure
FPFalse Prophet (gaming)
FPFloral Park (Nassau County, New York)
FPField Position
FPFirst Printing
FPFast Page (memory)
FPFortepiano (music)
FPFile Processing
FPFix Pack (software)
FPField Point
FPForward Pass (football)
FPFestpreis (German: fixed price)
FPFine Pointing
FPFacility Planning
FPFixed Part
FPFashion Police
FPForte Piano (music dynamic)
FPFine Particulate
FPFission Product
FPFission Product (Nuclear Power)
FPFunctional Performance
FPForce Projection
FPForumPlanet
FPFlame Proof
FPFixed Priority (queue)
FPField Potential
FPFielding Percentage (baseball)
FPFine Particulate Matter
FPFront Populaire (French: Popular Front)
FPFederal Power Commission
FPFungiform Papilla (biology)
FPFlowery Pekoe (tea classification)
FPFeature Point
FPForce Programs
FPFacial Palsy (medical disorder)
FPFeature Package (Telabs)
FPForce Package
FPFire-Plug
FPFools Paradise
FPFeline Panleukopenia
FPFrame Protocol
FPForward Process
FPFund for Peace
FPFujimoto Pharmaceutical (Japan)
FPFound Property (law enforcement)
FPFlight Pilot
FPFowl Pox
FPFalcon Punch (gaming)
FPFile Protect
FPFlower Points (gaming)
FPFire Post (Singapore Civil Defence Force)
FPFundamental Period
FPFlying Pilot
FPFuse Plug
FPFemoral Pulse
FPFault Prone
FPFunny Papers
FPFlare Pistol
FPFrame Pulse (NEC)
FPForward Perpendicular
FPFluorescent Penetrant (non-destructive testing)
FPFlush Pipe
FPFracture Pattern
FPFramed Poster (entertainment web site)
FPForce Proposal
FPFictitious Play (game theory)
FPFielding Plan
FPFailure Potential
FPFunctional Proponent
FPFree Pratique (shipping)
FPFat Potential
FPForm Pointer
FPAssociation France Parkinson
FPFlank Protection
FPFondación Paraguaya (Paraguay microfinance)
FPFracture Plane
FPFlickPeek (website)
FPFellow of Photography (Degree)
FPFire Piston (primitive fire making device)
FPForwarding Processor
FPFrequency Panel
FPField Printer
FPForward Pocket (Australian football position)
FPFunctional Pages
FPFUNimation Productions
FPFilter Plenum
FPFamilial Pseudohyperkalemia
FPFixation Preference (ophthalmology)
FPFallout Prediction
FPFully Pressurized
FPFountain Pepsi
FPFiraisankinam-Pirenena (National Union, Madagscar, political party)
FPFlatPlanet
FPFullosia Press (online magazine)
FPFunzione Publica
FPForensic Psychophysiologists
FPFédération de la Plasturgie (French: Federation of the Plastics Industry)
FPFamily Program(s) (various organizations)
FPFortified Post
FPFriscoPride (non-profit organization for gay men and women; Frisco, TX)
FPFosforeira Portuguesa (Espinho, Portugal)
FPFaulty Polygon
FPFreePlay Clothing
FPFibrinous Polyserositis (Glasser's disease in pigs)
FPFukuoka Packing (est. 1956; Japan)
FPFinance and Procurement Division
FPFinpirates (Finnish private torrent tracker)
FPFungus Patrol
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References in periodicals archive ?
Moreover, for each w [member of] W there exists a selection of [PHI] having w as a unique fixed point.
Next, we will prove that there exists a selection of [PHI] which has a unique fixed point. For each u [member of] Y, [[[PHI]u].sub.([alpha],[beta])] is compact.
If there exists an element [x.sub.0] [member of] X such that T [x.sub.0] [member of] [[[x.sub.0]].sub.G], then T admits a fixed point in X.
In the paper, we introduce the concept of a new type of contraction maps, and we establish a new fixed point theorem for such contraction maps in the setting of generalized metric spaces.
So B has a fixed point in [mathematical expression not reproducible].
Obviously the other assumptions of theorem can be verified and x = 0 is the unique common fixed point of f and g.
Assuming that (p, p) is a fixed point (9), by direct substitution results,
If d [not equal to] 1, the map [~.f] : S([H.sup.n+1]) [right arrow] S([H.sup.n+1]) has a fixed point and thus h-Fix(f/p) is non-empty.
In our previous work [43], we reviewed applications of our fixed point theorems for the multimap class of compact compositions of acyclic maps and, in [48], we collected most of fixed point theorems related to the KKM theory due to the author.
Fixed point [P.sub.4] = (-[square root of ((2/3))][delta], 0,0,0, (6 - 3[gamma] + 2[[delta].sup.2])/3) exists under the condition that 2[[delta].sup.2]/3 + (6 - 3[gamma] + 2[[delta].sup.2])/3 = 1 with physical parameters [[OMEGA].sub.m] = (6 - 3[gamma] + 2[[delta].sup.2])/3, [[omega].sub.h] = 1, [[omega].sub.total] = -1 + [gamma](1 - 2[[delta].sup.2]/3) + 4[[delta].sup.2]/3, [[OMEGA].sub.h] = 2[[delta].sup.2]/3, and q = 1/2 + [[delta].sup.2].
Therefore, [P.sup.*] is a solution of (7) when [lambda] = 0, and [x.sup.*] is a fixed point of [PHI](x) in X.
The point rn is a fixed point of M if and only if x = 0 is a fixed point of I.