00818nam0 2200265 450 00000151020080708121124.088-430-1401-320000629d1999----km-y0itay50------baitaITAnalisi multidimensionale dei datimetodi, strategie e criteri d'interpretazioneSergio BolascoRomaCarocci1999358 p.ill.22 cmUniversitàStatistica1252001UniversitàAnalisi multivariata519.535Bolasco,Sergio554605ITUNIPARTHENOPERICAUNIMARC000001510NAVA1519-A/83383920000717211/588930NAVA22008Analisi multidimensionale dei dati981511UNIPARTHENOPE02148nam 2200505 450 991079488160332120200520144314.01-60650-882-2(CKB)4330000000017423(OCoLC)939718530(CaBNvSL)swl00405908(MiAaPQ)EBC4389031(Au-PeEL)EBL4389031(CaPaEBR)ebr11152418(OCoLC)939261736(EXLCZ)99433000000001742320151209d2016 fy 0engurcnu||||||||rdacontentrdamediardacarrierAdvanced calculus vector analysis, volume II /Tunc GeveciNew York, [New York] (222 East 46th Street, New York, NY 10017) :Momentum Press,2016.1 online resource (63 pages) illustrationsCo-published with Cognella Academic Publishing.Includes index.1. Using surface integrals -- Surface area -- Surface integrals of scalar functions -- Flux integrals -- Alternative notations and some proofs (optional) -- 2. Understanding and using Green's theorem -- Green's theorem in simply connected regions -- Green's theorem in multiply connected regions -- Interpretations of Green's theorem -- Irrotational and incompressible flow -- Sufficient conditions for the existence of a potential function -- 3. Understanding and using Stoke's theorem -- The meaning and plausibility of Stokes' theorem -- A plausibility argument for Stokes' theorem (optional) -- 4. Understanding and using Gauss' theorem -- The meaning and plausibility of Gauss' theorem -- A plausibility argument for Gauss' theorem (optional) -- Index.CalculusVector analysisLibros electronicos.Calculus.Vector analysis.515Geveci Tunc.755794FINmELBFINmELBBOOK9910794881603321Advanced calculus3691982UNINA