00977nam0-22003491i-450-9900014984104033210-540-43780-0000149841FED01000149841(Aleph)000149841FED0100014984120021129d2002----km-y0itay50------baengDEa---a---001yyMonomialization of morphism from 3-folds to surfacesS. D. CutkoskyBerlinSpringerc2002iv, 233 p.24 cmLecture Notes in Mathematics1786Teoria globaleVarietà algebriche512.5521Cutkosky,Steven Dale66928ITUNINARICAUNIMARCBK990001498410403321C-20-(178619308MA1MA114E1514D06Monomialization of morphism from 3-folds to surfaces377412UNINA01877nam 2200373 n 450 99639067070331620221108091258.0(CKB)4940000000099245(EEBO)2240873610(UnM)99828056(UnM)9927729800971(EXLCZ)99494000000009924519950329d1676 uh |engurbn||||a|bb|A collection of such of the orders heretofore used in Chancery[electronic resource] with such alterations and additions thereunto, as the right honorable Edward Earl of Clarendon, Lord Chancellor of England, by and with the advice and assistance of the Honourable Sir Harbottle Grimston Baronet, Master of the Rolls, have thought fit at present to ordain and publish. For reforming of several abuses in the said court, preventing multiplicity of suits, motions, and unnecessary charge to the suiters, and for their more expeditious and certain course for reliefLondon printed for Robert Pawlett at the sign of the Bible in Chancery-Lane, near Fleet-street1676[2], 87, [7] pAn edition of: "A collection of such of the orders heretofore used in Chauncery", first published in 1649.With three final advertisement leaves.Reproduction of the original in the Bodleian Library.eebo-0014Equity pleading and procedureEnglandEarly works to 1800Equity pleading and procedureClarendon Edward HydeEarl of,1609-1674.autGrimston HarbottleSir,1603-1685.autCu-RivESCu-RivESCStRLINWaOLNBOOK996390670703316A collection of such of the orders heretofore used in Chancery2337894UNISA04438nam 2200829Ia 450 991078402940332120210615030222.01-280-86872-497866108687281-4294-2711-690-474-1194-33-11-019530-510.1515/9783110195309(CKB)1000000000334694(EBL)280869(OCoLC)476024769(SSID)ssj0000270268(PQKBManifestationID)11215260(PQKBTitleCode)TC0000270268(PQKBWorkID)10261970(PQKB)10951620(MiAaPQ)EBC280869(MiAaPQ)EBC3003907(DE-B1597)20128(OCoLC)840443336(OCoLC)948655874(DE-B1597)9783110195309(Au-PeEL)EBL3003907(CaPaEBR)ebr10171796(CaONFJC)MIL86872(OCoLC)568022423(MiAaPQ)EBC7151833(Au-PeEL)EBL7151833(EXLCZ)99100000000033469420050923d2005 uy 0engurnn#---|u||utxtccrWell-posed, ill-posed, and intermediate problems with applications[electronic resource] /Yu. P. Petrov and V.S. SizikovLeiden ;Boston VSPc20051 online resource (244 p.)Inverse and ill-posed problems series,1381-4524Description based upon print version of record.90-6764-432-3 Includes bibliographical references and index.Front matter --Preface --Contents --Part I. Three classes of problems in mathematics, physics, and engineering --Chapter 1. Simplest ill-posed problems --Chapter 2. Problems intermediate between well- and ill-posed problems --Chapter 3. Change of sensitivity to measurement errors under integral transformations used in modeling of ships and marine control systems --Bibliography to Part I --Part II. Stable methods for solving inverse problems --Chapter 4. Regular methods for solving ill-posed problems --Chapter 5. Inverse problems in image reconstruction and tomography --Bibliography to Part II --IndexThis book deals with one of the key problems in applied mathematics, namely the investigation into and providing for solution stability in solving equations with due allowance for inaccuracies in set initial data, parameters and coefficients of a mathematical model for an object under study, instrumental function, initial conditions, etc., and also with allowance for miscalculations, including roundoff errors. Until recently, all problems in mathematics, physics and engineering were divided into two classes: well-posed problems and ill-posed problems. The authors introduce a third class of problems: intermediate ones, which are problems that change their property of being well- or ill-posed on equivalent transformations of governing equations, and also problems that display the property of being either well- or ill-posed depending on the type of the functional space used. The book is divided into two parts: Part one deals with general properties of all three classes of mathematical, physical and engineering problems with approaches to solve them; Part two deals with several stable models for solving inverse ill-posed problems, illustrated with numerical examples.Inverse and ill-posed problems series.Differential equationsNumerical solutionsNumerical analysisImproperly posed problemsEngineering mathematicsMathematical physicsIll-posed Problems.Intermediate Problems.Well-posed Problems.Differential equationsNumerical solutions.Numerical analysisImproperly posed problems.Engineering mathematics.Mathematical physics.515.35518/.6Petrov Yu. P1519436Sizikov V. S(Valeriĭ Sergeevich)725438MiAaPQMiAaPQMiAaPQBOOK9910784029403321Well-posed, ill-posed, and intermediate problems with applications3757528UNINA