Calculus and mathematical analysis Books
Springer Applications of Fibonacci Numbers Volume 3 Proceedings of The Third International Conference on Fibonacci Numbers and Their Applications Pisa Italy July 2529 1988 003
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Springer An Introduction to Electromagnetic Inverse Scattering Developments in Electromagnetic Theory and Applications 7
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Springer Mathematical Models in Electrical Circuits Theory and Applications 66 Mathematics and Its Applications
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Springer Identification of ContinuousTime Systems
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Springer Elements of the Mathematical Theory of MultiFrequency Oscillations 71 Mathematics and its Applications
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Springer Numerical Integration
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Springer Exterior Differential Systems and Equivalence Problems 73 Mathematics and Its Applications
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Springer Quantum Geometry A Framework for Quantum General Relativity 48 Fundamental Theories of Physics
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Springer Functions of Completely Regular Growth 81 Mathematics and its Applications
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Springer Fuzzy Data Analysis 20 Theory and Decision Library B
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Springer Solid Mechanics An Introduction 15 Solid Mechanics and Its Applications
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Springer The Method of Newtons Polyhedron in the Theory of
Book Synopsis1. Two-sided estimates for polynomials related to Newton's polygon and their application to studying local properties of partial differential operators in two variables.- 1. Newton's polygon of a polynomial in two variables.- 2. Polynomials admitting of two-sided estimates.- 3. N Quasi-elliptic polynomials in two variables.- 4. N Quasi-elliptic differential operators.- Appendix to 4.- 2. Parabolic operators associated with Newton's polygon.- 1. Polynomials correct in Petrovski?'s sense.- 2. Two-sided estimates for polynomials in two variables satisfying Petrovski?'s condition. N-parabolic polynomials.- 3. Cauchy's problem for N-stable correct and N-parabolic differential operators in the case of one spatial variable.- 4. Stable-correct and parabolic polynomials in several variables.- 5. Cauchy's problem for stable-correct differential operators with variable coefficients.- 3. Dominantly correct operators.- 1. Strictly hyperbolic operators.- 2. Dominantly correct polynomials in two variables.- 3. Dominantly correct differential operators with variable coefficients (the case of two variables).- 4. Dominantly correct polynomials and the corresponding differential operators (the case of several spatial variables).- 4. Operators of principal type associated with Newton's polygon.- 1. Introduction. Operators of principal and quasi-principal type.- 2. Polynomials of N-principal type.- 3. The main L2 estimate for operators of N-principal type.- Appendix to 3.- 4. Local solvability of differential operators of N-principal type.- Appendix to 4.- 5. Two-sided estimates in several variables relating to Newton's polyhedra.- 1. Estimates for polynomials in ?n relating to Newton's polyhedra.- 2. Two-sided estimates insome regions in ?n relating to Newton's polyhedron. Special classes of polynomials and differential operators in several variables.- 6. Operators of principal type associated with Newton's polyhedron.- 1. Polynomials of N-principal type.- 2. Estimates for polynomials of N-principal type in regions of special form.- 3. The covering of ?n by special regions associated with Newton's polyhedron.- 4. Differential operators of ?n-principal type with variable coefficients.- Appendix to 4.- 7. The method of energy estimates in Cauchy's problem 1. Introduction. The functional scheme of the proof of the solvability of Cauchy's problem.- 2. Sufficient conditions for the existence of energy estimates.- 3. An analysis of conditions for the existence of energy estimates.- 4. Cauchy's problem for dominantly correct differential operators.- References.Table of Contents1. Two-sided estimates for polynomials related to Newton’s polygon and their application to studying local properties of partial differential operators in two variables.- §1. Newton’s polygon of a polynomial in two variables.- §2. Polynomials admitting of two-sided estimates.- §3. N Quasi-elliptic polynomials in two variables.- §4. N Quasi-elliptic differential operators.- Appendix to §4.- 2. Parabolic operators associated with Newton’s polygon.- §1. Polynomials correct in Petrovski?’s sense.- §2. Two-sided estimates for polynomials in two variables satisfying Petrovski?’s condition. N-parabolic polynomials.- §3. Cauchy’s problem for N-stable correct and N-parabolic differential operators in the case of one spatial variable.- §4. Stable-correct and parabolic polynomials in several variables.- §5. Cauchy’s problem for stable-correct differential operators with variable coefficients.- 3. Dominantly correct operators.- §1. Strictly hyperbolic operators.- §2. Dominantly correct polynomials in two variables.- §3. Dominantly correct differential operators with variable coefficients (the case of two variables).- §4. Dominantly correct polynomials and the corresponding differential operators (the case of several spatial variables).- 4. Operators of principal type associated with Newton’s polygon.- §1. Introduction. Operators of principal and quasi-principal type.- §2. Polynomials of N-principal type.- §3. The main L2 estimate for operators of N-principal type.- Appendix to §3.- §4. Local solvability of differential operators of N-principal type.- Appendix to §4.- 5. Two-sided estimates in several variables relating to Newton’s polyhedra.- §1. Estimates for polynomials in ?n relating to Newton’s polyhedra.- §2. Two-sided estimates in some regions in ?n relating to Newton’s polyhedron. Special classes of polynomials and differential operators in several variables.- 6. Operators of principal type associated with Newton’s polyhedron.- §1. Polynomials of N-principal type.- §2. Estimates for polynomials of N-principal type in regions of special form.- §3. The covering of ?n by special regions associated with Newton’s polyhedron.- §4. Differential operators of ?n-principal type with variable coefficients.- Appendix to §4.- 7. The method of energy estimates in Cauchy’s problem §1. Introduction. The functional scheme of the proof of the solvability of Cauchy’s problem.- §2. Sufficient conditions for the existence of energy estimates.- §3. An analysis of conditions for the existence of energy estimates.- §4. Cauchy’s problem for dominantly correct differential operators.- References.
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Springer Analytic DModules and Applications 247 Mathematics and Its Applications
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Springer Elements of Topological Dynamics 257 Mathematics and Its Applications
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Springer Error Inequalities in Polynomial Interpolation and Their Applications
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Springer Bifurcations and Periodic Orbits of Vector Fields Proceedings of the NATO Advanced Study Institute and Seminaire De Mathematiques Superieures 1324 1992 408 Nato Science Series C
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Springer An Introduction to Continuum Mechanics after Truesdell and Noll 22 Solid Mechanics and Its Applications
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Springer Applications of Analytic and Geometric Methods to Nonlinear Differential Equations Proceedings of the NATO Advanced Research Workshop Exeter UK July 1419 1992 413 Nato Science Series C
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Springer Instabilities and Nonequilibrium Structures IV Workshop Proceedings 267 Mathematics and Its Applications
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Springer Classical and Modern Potential Theory and Applications Proceedings of the NATO Advanced Research Workshop Chateau De Bonas France July 2531 1993 430 Nato Science Series C
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Springer Problems and Methods of Optimal Control 286 Mathematics and Its Applications
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Springer Nonlinear Numerical Methods and Rational Approximation II 296 Mathematics and Its Applications
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Springer Ramified Integrals Singularities and Lacunas 315 Mathematics and Its Applications
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Springer Approximation Theory Wavelets and Applications Proceedings of the NATO ASI on Recent Developments in Approximation Theory Wavelets and May 1626 1994 454 Nato Science Series C
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Springer Introduction to Differential and Algebraic Topology 9 Texts in the Mathematical Sciences
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Springer Potential Theory and Degenerate Partial Differential Operators
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Springer Quantum Mechanics on Phase Space 74 Fundamental Theories of Physics
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Springer Frequency Methods in Oscillation Theory 357 Mathematics and Its Applications
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Springer Quantum Chaos and Mesoscopic Systems Mathematical Methods in the Quantum Signatures of Chaos 397 Mathematics and Its Applications
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Springer Gauge Theory and Symplectic Geometry Proceedings of the NATO Advanced Study Institute and Seminaire De Mathematiques Superieures Montreal Quebec Canada 488 Nato Science Series C
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Springer Deformation Theory and Symplectic Geometry Proceedings of the Ascona Meeting June 1996 20 Mathematical Physics Studies
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Springer Gaussian ScaleSpace Theory 8 Computational Imaging and Vision
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Springer Asymptotic Behaviour of Linearly Transformed Sums of Random Variables Mathematics and Its Applications 416
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Springer Lie Groups and Lie Algebras Their Representations Generalisations and Applications 433 Mathematics and Its Applications
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Springer Harmonic Analysis in Hypercomplex Systems 434 Mathematics and Its Applications
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Springer Parametric Lie Group Actions on Global Generalised Solutions of Nonlinear PDEs Including a Solution to Hilberts Fifth Problem Mathematics Its Applications 452 Mathematics and Its Applications
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Springer New Developments in Differential Geometry Budapest 1996 Proceedings of the Conference on Differential Geometry Budapest Hungary July 2730 1996
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Springer The Theory of Finslerian Laplacians and Applications 459 Mathematics and Its Applications
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Springer Fundamentals of Finslerian Diffusion with Applications 101 Fundamental Theories of Physics
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Springer SemiRiemannian Maps and Their Applications 475 Mathematics and Its Applications
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Springer The Theory of Anisotropic Elastic Plates 476 Mathematics and Its Applications
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Springer Geometrical Methods in Variational Problems 485 Mathematics and Its Applications
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Springer The Arithmetic and Geometry of Algebraic Cycles Proceedings of the NATO Advanced Study Institute Held in Banff Alberta Canada June 79 1998 548 Nato Science Series C
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Springer The Arithmetic and Geometry of Algebraic Cycles Proceedings of the NATO Advanced Study Institute Held in Banff Alberta Canada June 79 1998 548 Nato Science Series C
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Springer Wave Factorization of Elliptic Symbols Theory and Applications
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Springer Geometry of PseudoFinsler Submanifolds 527 Mathematics and Its Applications
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Springer Noncommutative Differential Geometry and Its Applications to Physics Proceedings of the Workshop at Shonan Japan June 1999 23 Mathematical Physics Studies
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Springer Dynamics of Internal Gravity Waves in the Ocean 24 Atmospheric and Oceanographic Sciences Library
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