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Theorie der Riemannschen Flächen
Es besteht heute wohl kein fUhlbarer Mangel an Biichern, welche die RlEMANNSchen Flachen zum Gegenstand haben. 1m Jahre 1953 er schien R. NEVANLINNAs "Uniformisierung" (R. NEVANLINNA [1 *]), wo der Nachweis der fundamentalen Existenzsatze unter bewuBter Be schrankung auf konstruktive Methoden, das sind die alternierenden Verfahren von SCHWARZ und NEUMANN, eine iiberaus klare und dur... zur Produkt-Seite
5529386 {"price-changing":null,"image":"https:\/\/image.vergleiche.ch\/small\/aHR0cHM6Ly9jNC1zdGF0aWMuZG9kYXguY29tL3YyLzE4MC0xODAtMTIxODc4MDAyXzdyM01FQi1wbmc=!aHR0cHM6Ly9jNC1zdGF0aWMuZG9kYXguY29tL3YyLzE4MC0xODAtMTIxODc4MDAyXzdyM01FQi1wbmc=","post_title":"Theorie der Riemannschen Fl\u00e4chen","deeplink":"https:\/\/www.awin1.com\/pclick.php?p=25356428655&a=401125&m=11816&pref1=9783642946998","labels":[],"brand_id":1,"post_content":"Es besteht heute wohl kein fUhlbarer Mangel an Biichern, welche die RlEMANNSchen Flachen zum Gegenstand haben. 1m Jahre 1953 er\u00ad schien R. NEVANLINNAs \"Uniformisierung\" (R. NEVANLINNA [1 *]), wo der Nachweis der fundamentalen Existenzsatze unter bewuBter Be\u00ad schrankung auf konstruktive Methoden, das sind die alternierenden Verfahren von SCHWARZ und NEUMANN, eine iiberaus klare und durch\u00ad sichtige Darstellung gefunden hat. WEYLS \"Idee der RlEMANNSchen Flache\" (H. WEYL [1 *]) wurde in der dritten umgearbeiteten Auflage wiederum zu einem modernen Buch. M. SCHIFFER und D. C. SPENCER publizierten ihre tiefgreifenden Untersuchungen iiber ABELsche Diffe\u00ad rentiale auf kompakten berandeten Flachen in einer umfangreichen Ab\u00ad handlung (SCHIFFER und SPENCER [1 *]), und es haben H. BEHNKE und F. SOMMER in den zwei letzten Kapiteln ihres Buches \"Theorie der analytischen Funktionen einer Veranderlichen\" (Springer-Verlag, Berlin 1955) die RlEMANNSchen Flachen wiederum unter einem besonderen Aspekt behandelt. DaB den genannten Biichern nun die vorliegende Monographie \"Theorie der RlEMANNSchen Flachen\" beigefiigt wird, findet eine Art Rechtfertigung u. a. in dem Versuch, verschiedene Methoden Existenz\u00ad beweise zu fiihren, einer vergleichenden Betrachtung zu unterziehen. Sowohl dem PERRoNschen Verfahren wie auch dem DIRICHLETschen Prinzip liegt je eine Extremalbedingung zugrunde. Bei der Methode von PERRON handelt es sich darum, geeignete Klassen von subharmoni\u00ad schen Funktionen u zu definieren, sog. PERRoNsche Klassen $, deren Supremum h = sup u eine harmonische Funktion mit vorgeschriebenen uE'P Eigenschaften ist (vgl. \u00a7 6. 5 und Kap. IV A).","merchants_number":1,"ean":9783642946998,"category_id":103,"size":null,"min_price":45.5,"low_price_merchant_id":1087639,"ID":5529386,"merchants":["dodax"],"brand":"undefined","slug":"theorie-der-riemannschen-flachen","url":"\/unterhaltung\/produkt\/theorie-der-riemannschen-flachen\/","low_price_merchant_name":null}
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Geometrically Unfitted Finite Element Methods and Applications
Introduction.- 1 Deriving robust unfitted finite element methods from augmented Lagrangian formulations (E. Burman, P. Hansbo).- 2 Cut finite element methods for linear elasticity problems (P. Hansbo, M.G. Larson, K. Larsson).- 3 A higher order isoparametric fictitious domain method for level set domains (C. Lehrenfeld).- 4 An overview of recent results on Nitsches method for contact ... zur Produkt-Seite
4055957 {"price-changing":0,"image":"https:\/\/image.vergleiche.ch\/small\/aHR0cHM6Ly9vczEubWVpbmVjbG91ZC5pby9iMTAxNTgvbWVkaWEvaW1hZ2UvYTQvNjEvNTIvNjY2NzI1NjIwMDAwMUFfNjAweDYwMC5qcGc=!aHR0cHM6Ly9vczEubWVpbmVjbG91ZC5pby9iMTAxNTgvbWVkaWEvaW1hZ2UvYTQvNjEvNTIvNjY2NzI1NjIwMDAwMUFfNjAweDYwMC5qcGc=","post_title":"Geometrically Unfitted Finite Element Methods and Applications","deeplink":"https:\/\/cct.connects.ch\/tc.php?t=116298C1969900829T&subid=9783319714301&deepurl=https%3A%2F%2Feuniverse.ch%2Fbuecher%2Fmathematik-naturwissenschaft-technik%2Fmathematik%2F464805%2Fgeometrically-unfitted-finite-element-methods-and-applications-proceedings-of-the-ucl-workshop-2016%3FsPartner%3Dtoppreise","labels":[],"brand_id":1,"post_content":"Introduction.- 1 Deriving robust unfitted finite element methods from augmented Lagrangian formulations (E. Burman, P. Hansbo).- 2 Cut finite element methods for linear elasticity problems (P. Hansbo, M.G. Larson, K. Larsson).- 3 A higher order isoparametric fictitious domain method for level set domains (C. Lehrenfeld).- 4 An overview of recent results on Nitsches method for contact problems (F. Chouly, M. Fabre, P. Hild, R. Mlika, J. Pousin, Y. Renard).- 5 Inf-sup stable unfitted extended finite element methods with Lagrange multipliers for the Stokes equations (M. Fourni\u00e9, A. Lozinski).- 6 Penalty-free Nitsches method for interface problems (T. Boiveau, E. Burman, S. Claus).- 7 Trace Finite Element Methods for PDEs on Surfaces (M. A. Olshanskii, A. Reusken).- 8 A Cut Discontinuous Galerkin Method for Coupled Bulk-Surface Problems (A. Massing).- 9 A space-time cut finite element method for convection-diffusion problems in time dependent domains (S. Zahedi).- 10 Well Conditioned Extended Finite Elements and Vector Level Sets for Three-Dimensional Crack Propagation (S. Bordas, A. Kostas).- 11 Unfitted FEM for modelling the interaction of multiple fractures in a poroelastic medium (B. Giovanardi, L. Formaggia, A. Scotti, P. Zunino).","merchants_number":1,"ean":9783319714301,"category_id":103,"size":null,"min_price":189,"low_price_merchant_id":70255345,"ID":4055957,"merchants":["euniverse"],"brand":"undefined","slug":"geometrically-unfitted-finite-element-methods-and-applications","url":"\/unterhaltung\/produkt\/geometrically-unfitted-finite-element-methods-and-applications\/","low_price_merchant_name":"eUniverse"}
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Advances in Fuzzy Implication Functions
Fuzzy implication functions are one of the main operations in fuzzy logic. They generalize the classical implication, which takes values in the set {0,1}, to fuzzy logic, where the truth values belong to the unit interval [0,1]. These functions are not only fundamental for fuzzy logic systems, fuzzy control, approximate reasoning and expert systems, but they also play a significant ro... zur Produkt-Seite
4612262 {"price-changing":null,"image":"https:\/\/image.vergleiche.ch\/small\/aHR0cHM6Ly9jNC1zdGF0aWMuZG9kYXguY29tL3YyLzE4MC0xODAtMTIwODY4NDQ3X2J4ajFNRS1wbmc=!aHR0cHM6Ly9jNC1zdGF0aWMuZG9kYXguY29tL3YyLzE4MC0xODAtMTIwODY4NDQ3X2J4ajFNRS1wbmc=","post_title":"Advances in Fuzzy Implication Functions","deeplink":"https:\/\/www.awin1.com\/pclick.php?p=22934736541&a=401125&m=11816&pref1=9783642437793","labels":[],"brand_id":1,"post_content":"Fuzzy implication functions are one of the main operations in fuzzy logic. They generalize the classical implication, which takes values in the set {0,1}, to fuzzy logic, where the truth values belong to the unit interval [0,1]. These functions are not only fundamental for fuzzy logic systems, fuzzy control, approximate reasoning and expert systems, but they also play a significant role in mathematical fuzzy logic, in fuzzy mathematical morphology and image processing, in defining fuzzy subsethood measures and in solving fuzzy relational equations. ,This volume collects 8 research papers on fuzzy implication functions.Three articles focus on the construction methods, on different ways of generating new classes and on the common properties of implications and their dependencies. Two articles discuss implications defined on lattices, in particular implication functions in interval-valued fuzzy set theories. One paper summarizes the sufficient and necessary conditions of solutions for one distributivity equation of implication. The following paper analyzes compositions based on a binary operation * and discusses the dependencies between the algebraic properties of this operation and the induced sup-* composition. The last article discusses some open problems related to fuzzy implications, which have either been completely solved or those for which partial answers are known. These papers aim to present today?s state-of-the-art in this area.","merchants_number":1,"ean":9783642437793,"category_id":103,"size":null,"min_price":108.5,"low_price_merchant_id":1087639,"ID":4612262,"merchants":["dodax"],"brand":"undefined","slug":"advances-in-fuzzy-implication-functions","url":"\/unterhaltung\/produkt\/advances-in-fuzzy-implication-functions\/","low_price_merchant_name":null}
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Pseudodifferential Operators and Nonlinear PDE
Introduction..- 0. Pseudodifferential operators and linear PDE..-0.1 The Fourier integral representation and symbol classes.-0.2 Schwartz kernels of pseudodifferential operators.-0.3 Adjoints and products.-0.4 Elliptic operators and parametrices.-0.5 L2 estimates.-0.6 Gårding's inequality.-0.7 The sharp Gårding inequality.-0.8 Hyperbolic evolution equations.-0.9 Egorov's theorem.-0.10... zur Produkt-Seite
4840550 {"price-changing":null,"image":"https:\/\/image.vergleiche.ch\/small\/aHR0cHM6Ly9jNC1zdGF0aWMuZG9kYXguY29tL3YyLzE4MC0xODAtMTIzNDM3NzI3X2VKTDFnOC1wbmc=!aHR0cHM6Ly9jNC1zdGF0aWMuZG9kYXguY29tL3YyLzE4MC0xODAtMTIzNDM3NzI3X2VKTDFnOC1wbmd8fnxodHRwczovL29zMS5tZWluZWNsb3VkLmlvL2IxMDE1OC9tZWRpYS9pbWFnZS9mMC9mNS85MS8yMzMzNDUxMTAwMDAxQV82MDB4NjAwLmpwZw==","post_title":"Pseudodifferential Operators and Nonlinear PDE","deeplink":"https:\/\/www.awin1.com\/pclick.php?p=24446453597&a=401125&m=11816&pref1=9780817635954","labels":[],"brand_id":1,"post_content":"Introduction..- 0. Pseudodifferential operators and linear PDE..-0.1 The Fourier integral representation and symbol classes.-0.2 Schwartz kernels of pseudodifferential operators.-0.3 Adjoints and products.-0.4 Elliptic operators and parametrices.-0.5 L2 estimates.-0.6 G\u00e5rding's inequality.-0.7 The sharp G\u00e5rding inequality.-0.8 Hyperbolic evolution equations.-0.9 Egorov's theorem.-0.10 Microlocal regularity.-0.11 Lp estimates.-0.12 Operators on manifolds.- 1. Symbols with limited smoothness..-1.1 Symbol classes.-1.2 Some simple elliptic regularity theorems.-1.3 Symbol smoothing.- 2. Operator estimates and elliptic regularity..-2.1 Bounds for operators with nonregular symbols.-2.2 Further elliptic regularity theorems.-2.3 Adjoints.-2.4 Sharp G\u00e5rding inequality.- 3. Paradifferential operators..-3.1 Composition and paraproducts.-3.2 Various forms of paraproduct.-3.3 Nonlinear PDE and paradifferential operators.-3.4 Operator algebra.-3.5 Product estimates.-3.6 Commutator estimates.- 4. Calculus for OPC1Sclm..-4.1 Commutator estimates.-4.2 Operator algebra.-4.3 G\u00e5rding inequality.-4.4 C1-paradifferential calculus.- 5. Nonlinear hyperbolic systems..-5.1 Quasilinear symmetric hyperbolic systems.-5.2 Symmetrizable hyperbolic systems.-5.3 Higher order hyperbolic equations.-5.4 Completely nonlinear hyperbolic systems.- 6. Propagation of singularities..-6.1 Propagation of singularities.-6.2 Nonlinear formation of singularities.-6.3 Egorov's theorem.- 7. Nonlinear parabolic systems..-7.1 Strongly parabolic quasilinear systems.-7.2 Petrowski parabolic quasilinear systems.-7.3 Sharper estimates.-7.4 Semilinear parabolic systems.- 8. Nonlinear elliptic boundary problems..-8.1 Second order elliptic equations.-8.2 Quasilinear elliptic equations.-8.3 Interface with DeGiorgi-Nash-Moser theory.- 9. Extension of the Schauder estimates..-9.1 Nirenberg's refinement.-9.2 Elliptic boundary problems.- A. Function spaces..-A.1 H\u00f6lder spaces, Zygmund spaces, and Sobolev spaces.-A.2 Morrey spaces.-A.3 BMO.- B. Sup norm estimates..- C. DeGiorgi-Nash-Moser estimates..-C.2 H\u00f6lder continuity.-C.3 Inhomogeneous equations.-C.4 Boundary regularity.- D. Paraproduct estimates..- Index of notation..- References..","merchants_number":2,"ean":9780817635954,"category_id":103,"size":null,"min_price":91.099999999999994315658113919198513031005859375,"low_price_merchant_id":1087639,"ID":4840550,"merchants":["dodax","euniverse"],"brand":"undefined","slug":"pseudodifferential-operators-and-nonlinear-pde","url":"\/unterhaltung\/produkt\/pseudodifferential-operators-and-nonlinear-pde\/","low_price_merchant_name":null}
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Theorie der Riemannschen Flächen
Es besteht heute wohl kein fUhlbarer Mangel an Biichern, welche die RlEMANNSchen Flachen zum Gegenstand haben. 1m Jahre 1953 er schien R. NEVANLIN...
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Geometrically Unfitted Finite Element Meth...
Introduction.- 1 Deriving robust unfitted finite element methods from augmented Lagrangian formulations (E. Burman, P. Hansbo).- 2 Cut finite eleme...
undefined
Advances in Fuzzy Implication Functions
Fuzzy implication functions are one of the main operations in fuzzy logic. They generalize the classical implication, which takes values in the set...
undefined
Pseudodifferential Operators and Nonlinear...
Introduction..- 0. Pseudodifferential operators and linear PDE..-0.1 The Fourier integral representation and symbol classes.-0.2 Schwartz kernels o...