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by
Borsuk, Mikhail.
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MATHEMATICS -- Differential Equations -- Partial.
by
Bakaev, Nikolai Yu.
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MATHEMATICS -- Differential Equations -- General.
by
Sun, Jian-Qiao.
Format:
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MATHEMATICS -- Differential Equations -- General.
by
Mennicken, Reinhard.
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MATHEMATICS -- Differential Equations -- General.
by
International Symposium on Inverse Problems (1998 : Nagano-shi, Japan)
ScienceDirect http://www.sciencedirect.com/science/book/9780080433196
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Inverse problems (Differential equations) -- Congresses.
by
Shyy, W. (Wei)
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Differential equations -- Numerical solutions.
by
Babin, A. V. (Anatoliĭ Vladimirovich)
Format:
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MATHEMATICS -- Differential Equations -- Partial.
by
Broer, H. W. (Hendrik Wolter), 1950-
ScienceDirect http://www.sciencedirect.com/science/book/9780444892577
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MATHEMATICS -- Differential Equations -- Ordinary.
by
Menke, William.
Format:
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Inverse problems (Differential equations) -- Numerical solutions.
by
Günther, Paul, 1926-
ScienceDirect https://www.sciencedirect.com/science/book/9780123073303
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Differential equations, Hyperbolic.
by
Hörmander, Lars.
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Excerpt:
Differential equations, Partial.
by
Carroll, Robert W., 1930-2012.
Format:
Excerpt:
MATHEMATICS -- Differential Equations -- Partial.
by
Bernfeld, Stephen R.
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Excerpt:
MATHEMATICS -- Differential Equations -- General.
by
Guinot, Vincent.
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Differential equations, Hyperbolic -- Numerical solutions.
by
Jager, E. M. de (Eduardus Marie de)
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MATHEMATICS -- Differential Equations -- General.
by
Moore, Ramon E.
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matrices -- Interval Newton methods -- Integration of interval functions -- Integral and differential
by
Abels, H. (Helmut)
Format:
Excerpt:
operators -- pt. 3. Applications to function space and differential equations -- pt. 4. Appendix.
by
Krupka, D.
Format:
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-- pt. III. Differential equations and geometrical structures -- pt. IV. Appendix.
by
McMahon, David (David M.)
Format:
Excerpt:
. Ordinary differential equations -- Ch. 5. Transforms -- Ch. 6. Integration -- Ch. 7. Special functions.
by
Duffy, Daniel J.
Format:
Excerpt:
equations -- Programming the black-scholes environment -- Design patterns -- Design and deployment issues.
by
Reddy, J. N. (Junuthula Narasimha), 1945
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Excerpt:
element models of second-order differential equations -- Applications to 1-D heat transfer and fluid and
by
Dobrev, V. K., author.
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Excerpt:
vectors, and conditionally invariant equations -- Invariant differential operators for noncompact Lie
by
Geveci, Tunc., author.
Format:
Excerpt:
2. Differential equations for acceleration and curvature -- Acceleration -- The moving frame -- Arc
by
Yevick, David, author.
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Excerpt:
-- Probability theory and statistics -- Complex analysis -- Differential equations -- Transform theory -- Partial
by
Siauw, Timmy, author.
Format:
Excerpt:
Differentiation -- Numerical Integration -- Ordinary Differential Equations (ODEs).
by
Chin, Eric, 1971- author.
Format:
Excerpt:
Differential equations formulae -- Bibliography -- Notation.
by
Lindfield, G. R. (George R.)
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Excerpt:
Solution of Non-linear Equations Differentiation and Integration Solution of Differential Equations
by
Casteren, J. A. van.
Format:
Excerpt:
pt. 1. Introduction -- pt. 2. Strong Markov processes -- pt. 3. Backward stochastic differential
by
Prakasa Rao, B. L. S.
Format:
Excerpt:
stochastic processes modeled by stochastic differential equations driven by fractional Brownian motion. Other
by
Crannell, Annalisa, author.
Format:
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levels (pre-calculus through differential equations).
by
Dieudonné, Jean, 1906-1992.
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Format:
Excerpt:
-order differential equations, elementary local theory of differential systems -- Lie groups and lie algebras
by
Kolchin, E. R. (Ellis Robert), 1916-
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Excerpt:
basis theorem and some related topics -- Algebraic differential equations -- Algebraic groups -- Galois
by
Ortega, James M., 1932-
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Excerpt:
algebraic equations -- 3. Eigenvalues and eigenvectors -- 4. Differential and difference equations -- pt. II
by
Khabaza, I. M. (Ishaq Murad)
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Format:
Excerpt:
differential equations.
by
LaSalle, Joseph P.
Format:
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Geometrie concepts : vectors and matrices -- Differential equations -- Application of Liapunov
by
Shoemaker, Katherine, author.
Format:
Excerpt:
In this thesis, we study a system of differential equations that are used to model the material
by
Vorderwülbecke, Sophia, author.
Format:
Excerpt:
In this thesis nonlinear differential equations containing advection, reaction and diffusion terms
by
Garcia, Xavier, author.
Format:
Excerpt:
differential equations as established in Fyodorov. We use this link to establish asymptotics on the average
by
Dokos, Socrates. author.
Format:
Excerpt:
Differential Equations -- Numerical Integration of Ordinary Differential Equations -- Distributed Systems
by
Muscalu, Camil.
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Excerpt:
analysis to partial differential equations. The volume concludes with an introduction to the Weyl calculus
by
Muscalu, Camil.
Format:
Excerpt:
analysis to partial differential equations. The volume concludes with an introduction to the Weyl calculus
by
Kiusalaas, Jaan.
Format:
Excerpt:
of equations, interpolation and data fitting, solution of differential equations, eigenvalue problems
by
Fadali, M. Sami.
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Excerpt:
engineering senior. This background includes three semesters of calculus, differential equations and basic
by
Davidson, Ian, 1949-
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Excerpt:
differential equations -- Statistical foundations : systems of and higher order stochastic differential
by
Thompson, James R. (James Robert), 1938-
Format:
Excerpt:
the shrewd mixture of differential equations, computer-intensive methods, and data in a single
by
Wibmer, Michael, author.
Format:
Excerpt:
difference equations. In this approach, a system of ordinary difference equations is encoded in a difference
by
Bovik, Alan C. (Alan Conrad), 1958-
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Excerpt:
differential equations for edge detection -- Image quality assessment -- Image watermarking: techniques and
by
Ogawa, Kohei.
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Excerpt:
definite and can be expressed by formulas such as differential equations (2) phenomena that can be
by
Ritsumeikan International Symposium (5th : 2005 : Ritsumeikan Daigaku, Japan)
Format:
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-- Topics related to gamma processes / M. Yamazato -- On stochastic differential equations driven by
by
Fripp, Archibald L.
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, differential equations, engineering statistics, and partial derivatives. Numerous example engineering problems
by
Tosun, İsmail.
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Excerpt:
Generation -- Appendix A: Mathematical Preliminaries -- Appendix B: Solution of Differential Equations
by
Fox, Huw.
ScienceDirect https://www.sciencedirect.com/science/book/9780750655446
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equations; Chapter 6. Laplace transform; Chapter 7. Sequences and series; Chapter 8. Logic gates; Chapter 9
by
Pap, Endre.
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, geometry, differential equations, optimization, variational analysis, decision making and others. The
by
Jekeli, Christopher, 1953-
Format:
Excerpt:
Transformations -- Fourier Transforms -- Ordinary Differential Equations -- Linear Differential Equations
by
Farkas, Miklós, 1932-
ScienceDirect http://www.sciencedirect.com/science/book/9780122491030
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-- Appendix 2 Ordinary Differential Equations -- Appendix 3 Partial Differential Equations -- Appendix 4
by
Barbu, Viorel, 1941-
Format:
Excerpt:
inequalities -- Nonlinear accretive differential equations -- Optimal control of parabolic variational
by
Ames, William F.
Format:
Excerpt:
; Preface; Chapter 1. Improperly Posed Problems for Nonlinear Partial Differential Equations; Chapter 2
by
Curtis, W. D.
Format:
Excerpt:
; Chapter 4. Differential Equations on Manifolds; Chapter 5. The Tangent and Cotangent Bundles; Chapter 6
by
Arfken, George B. (George Brown), 1922-
ScienceDirect https://www.sciencedirect.com/science/book/9780120598205
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Excerpt:
-- Differential equations -- Sturm-Liouville theory--Orthogonal functions -- The gamma function -- Bessel
by
Dieudonné, Jean, 1906-1992.
Format:
Excerpt:
. Algebraic and differential topology; Chapter A II. Differential manifolds. Differential geometry; Chapter A
by
Bensoussan, Alain.
Format:
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. STOCHASTIC CALCULUS AND STOCHASTIC DIFFERENTIAL EQUATIONS; CHAPTER II. PARTIAL DIFFERENTIAL EQUATIONS
by
Pietsch, A. (Albrecht)
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, global analysis, differential equations on manifolds, and mathematical physics, and for the readers who
by
Fukushima, Masatoshi, 1935-
Format:
Excerpt:
, global analysis, differential equations on manifolds, and mathematical physics, and for the readers who
by
Triebel, Hans.
Format:
Excerpt:
, global analysis, differential equations on manifolds, and mathematical physics, and for the readers who
by
Rothe, Erich H.
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Excerpt:
differential equations.--Sather, D. Branching and stability for nonlinear gradient operators.--Sattinger, D
by
Michel, Anthony N.
Format:
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Stochastic Differential Equations; Chapter V. Infinite-Dimensional Systems; Chapter VI. Input
by
Norrie, D. H.
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element applications -- Appendix A : Matrix algebra -- Appendix B : The differential and integral calculus
by
Reiner, Markus, 1886-1976.
ScienceDirect https://www.sciencedirect.com/science/book/9780080128221
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Excerpt:
-layer theory to simple ordinary differential equations, by S. Goldstein.--The.
by
Bellman, Richard, 1920-1984.
Format:
Excerpt:
-- Review of matrix theory and linear differential equations -- Multidimensional control processes via the
by
Oǧuztöreli, M. Namik.
Format:
Excerpt:
Equations; Chapter I. Introduction; Chapter II. Delay-Differential Equations; Chapter III. Linear Delay-Differential
by
Wendroff, Burton.
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APPENDIXEXERCISES; COMPUTER PROBLEMS; NOTES; Chapter 3. Ordinary Differential Equations; 3.1. THE
by
Flanders, Harley.
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-- Applications in Euclidean space -- Applications to differential equations -- Applications to differential
by
Thomas, Tracy Y. (Tracy Yerkes), 1899-1983.
ScienceDirect http://www.sciencedirect.com/science/book/9780123749154
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Excerpt:
-- Formulae of Gauss and Weingarten -- Gaussian and mean curvature of a surface -- Equations of Gauss and
by
Cosper, Lane, author.
Format:
Excerpt:
differential equations which models the flow of a compressible barotropic fluid under periodic boundary
by
Baskar, Deepak Charles, author.
Format:
Excerpt:
Runge-Kutta Method) to solve differential equations were written. The different fiber parameters to
by
Galloway, Ivanti S., author.
Format:
Excerpt:
differential equations that model the effect of anti-vaccination groups on the spread of infectious diseases
by
McConkey, Robert G., author.
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Maxwell's Equations can be reduced to two equations of differential forms. We continue our exploration of
by
Heidari Zadi, Zahra, author.
Format:
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As a powerful numerical solution to partial differential equations with sophisticated boundary
by
Klyatskin, Valery I. author.
Format:
Excerpt:
partial differential equations. Further, the book considers two examples of stochastic structure formation
by
Silhavy, Radek. editor.
Format:
Excerpt:
Neutral Delay Integro Differential Equations with Constrained Grid -- Maze Navigation in the Ball & Plate
by
Aubin, Jean-Pierre. author.
Format:
Excerpt:
such as partial differential equations and their resolution by finite difference or finite elements
by
Abali, Bilen Emek. author.
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Excerpt:
satisfying field equations that are partial differential equations in space and time. The field equations are
by
Franklin, Joel, 1975-
Format:
Excerpt:
. Root-finding; 4. Partial differential equations; 5. Time dependent problems; 6. Integration; 7. Fourier
by
Uicker, John Joseph.
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transformation matrices; 5. Position analysis by kinematic equations; 6. Differential kinematics and numeric
by
Lindfield, G. R. (George R.)
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-- Differentiation and integration -- Solution of differential equations -- Boundary value problems -- Fitting
by
Naumann, Uwe, 1969-
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Excerpt:
language of continuous mathematics, such as partial differential equations and linear algebra, but
by
Gbur, Greg.
Format:
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equations; 15. Partial differential equations; 16. Bessel functions; 17. Legendre functions and spherical
by
Liengme, Bernard V.
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. Modelling I -- 10. Solving Equations -- 11. Numerical Integration -- 12. Differential Equations -- 13
by
Poznyak, Alexander S.
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Functions and the Central Limit Theorem; Iterative Logarithmic Law; Stochastic Differential Equations
by
Harmuth, Henning F.
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; 1.1 Maxwell's Equations with Magnetic Dipole Currents; 1.2 Lagrange Function; 1.3 Basic Concepts of
by
Poznyak, Alexander S.
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-- III DIFFERENTIAL EQUATIONS AND OPTIMIZATION -- 19 Ordinary Differential Equations -- 20 Elements of
by
Gradshteĭn, I. S. (Izrailʹ Solomonovich)
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related results -- 14. Determinants -- 15. Norms -- 16. Ordinary differential equations -- 17. Fourier
by
Kampen, N. G. van, author.
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in continuous systems -- XV. The statistics of jump events -- XVI. Stochastic differential equations
by
Bertotti, Giorgio.
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aspects of hysteresis - from differential equations, and binary detection, to models of unemployment and
by
Dunn, Stanley Martin.
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, interpolation and integration -- Dynamic systems : ordinary differential equations -- Dynamic systems : partial
by
Mortimer, Robert G.
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-- Differential equations -- Operators, matrices, and group theory -- The solution of simultaneous algebraic
by
Cebeci, Tuncer.
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; Chapter 2. Conservation Equations for Compressible Turbulent Flows; Chapter 3. Boundary-Layer Equations
by
Atiyah, Michael Francis, 1929-
Format:
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differential equations / Recent developments in dynamics / On the restricted Burnside problem / What is
by
Farrashkhalvat, M.
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differential equations that arise in the modelling of physical systems in engineering. Structured grid
by
Tanaka, Hiroshi.
Format:
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Machine generated contents note: Stochastic Differential Equations with Reflecting Boundary
by
Turrell, George.
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-- Ordinary Differential Equations -- Partial Differential Equations -- Operators and Matrices -- Group Theory
by
Davis, H. Ted (Howard Ted)
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Systems; Chapter 4. General Theory of Solvability of Linear Algebraic Equations; Chapter 5. The
by
Venner, C. H.
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, governed by a complex integro-differential equation. Their work has resulted in a very efficient and stable
by
Pollock, D. S. G.
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Analysis; Chapter 4. Polynomial Computations; Chapter 5. Difference Equations and Differential Equations
by
Stroyan, K. D.
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Derivatives. -- Applications of the Increment Approximation. -- Differential Equations from Increment Geometry
by
Drozdov, Aleksey D.
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tensor calculus, kinematics with finite strains, stochastic differential equations, and evolutionary
by
Wu, Theodore Y.-T. (Theodore Yao-tsu)
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Vorticity; VIII. Initial Conditions; IX. Semi-discretizations via Differential- Akgebraic Equations; X
by
Grudzinski, Olaf von, 1947-
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Excerpt:
multiplication equations and of quasihomogeneous partial differential equations with constant coefficients
by
Antont͡sev, S. N. (Stanislav Nikolaevich)
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certain hydrodynamical models with nonlinear systems of partial differential equations. The investigations
by
FERMAT Days 85 (Toulouse, France)
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Optimization, as examined here, ranges from differential equations to problems arising in Mechanics
by
Haug, Edward J.
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structure displacements and the design parameters. The structual state equations are matrix equations for
by
Cole, Julian D.
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. Significant mathematical areas which enter the discussion are: Partial Differential Equations of Mixed Type
by
International Conference on Trends in the Theory and Practice of Non-linear Analysis (6th : 1984 : University of Texas at Arlington)
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Multipoint Boundary Value Problems for Higher Order Differential Equations; A Theory of Nonlinear Evolution
by
Massari, Umberto, 1948-
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of partial differential equations are used to solve the 19th Hilbert problem. Also included is a
by
Taniguchi International Symposium on Stochastic Analysis (1982 : Katata-chō, Japan and Kyoto, Japan)
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differential equations, is becoming increasingly important in connection with partial differential equations
by
McShane, E. J. (Edward James), 1904-1989.
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. Integration in One-Dimensional Space: Further Development; Chapter III. Applications to Differential Equations
by
Knowles, Ian W.
Format:
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. Transformations of ordinary differential operators; Chapter 2. Finiteness criteria for the negative spectrum and
by
Yih, Chia-shun, 1918-1997.
ScienceDirect http://www.sciencedirect.com/science/book/9780120020188
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. Introduction; II. Differential Equations and Boundary Conditions; III. Numerical Analysis Background; IV
by
Prössdorf, Siegfried.
Format:
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, global analysis, differential equations on manifolds, and mathematical physics, and for the readers who
by
Peaceman, Donald W.
ScienceDirect http://www.sciencedirect.com/science/book/9780444415783
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-order differential equations; Two-phase flow; Three-phase flow; Flow with change of phase; The black-oil model
by
Iyanaga, Shōkichi, 1906-2006.
Format:
Excerpt:
, global analysis, differential equations on manifolds, and mathematical physics, and for the readers who
by
Tsokos, Chris P.
Format:
Excerpt:
Preliminaries and formulution of the stochastic equations -- Some random integral equations of the
by
Roberts, A. Wayne (Arthur Wayne), 1934-
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Differential Equations with Constant Coefficients -- First-Order Linear Differential Equations -- Other First
by
Jazwinski, Andrew H., editor.
Format:
Excerpt:
Processes; Chapter 4 Stochastic Differential Equations; Chapter 5 Introduction to Filtering Theory; Chapter
by
Hermann, Robert, 1931-
ScienceDirect http://www.sciencedirect.com/science/book/9780123421500
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lie theory of ordinary differential equations -- Frobenius complete integrability theorem -- Reduction
by
O'Neill, Barrett, author.
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Derivatives; 4 Curves in E; 5 1-Forms; 6 Differential Forms; 7 Mappings; 8 Summary; Chapter II. Frame Fields
by
Von Mises, Richard, 1883-1953.
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Infinite Line Source of Diffusion; VI. Differential Equations of Diffusion and Statistical Theory of
by
Saranathan, Harish, author.
Format:
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-algebraic equations (DAEs). Instead, it employs direct methods, wherein the optimality of the calculated trajectory is
by
Hache, Florian, author. (orcid)0000-0003-4816-6571
Format:
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through the use of equilibrium equations and leads to a truncated governing differential equation in
by
Baygents, Gerald Walker, author.
Format:
Excerpt:
during 2018 - 2020. Using mathematical modeling with ordinary differential equations (ODE), we derive a
by
Swietek, Karen Elizabeth, author.
Format:
Excerpt:
treatment, we used generalized estimating equations and generalized linear models to determine the
by
Reed, Samuel Douglas, author.
Format:
Excerpt:
or Ordinary Differential equations. These 14 male and 14 female participants attended the same
by
Bartlette, Kai, author.
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hepatic IR. In addition, such an estimate represents a key input to differential equations-based models of
by
Stoter, Klaas Franciscus Stein, author.
Format:
Excerpt:
of partial differential equations. The domain decomposition variational multiscale method that has
by
Brewster, Wayne J., author.
Format:
Excerpt:
approximation of 1-D, 2-D, and 3-D linear partial differential equations. Validity of the framework is assessed
by
Rothstein-Dowden, A., author.
Format:
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differential equations, to which the analytical solution is known for a very small class of problems. Instead
by
Zuniga, Andres, author. (orcid)0000-0002-5008-4236
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sequences of periodic solutions to the system of ordinary differential equations previously considered
by
Evans, Tyler, author.
Format:
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. What results is a system of stochastic partial differential equations describing the interactions of
by
Azar, Ahmad Taher. editor.
Format:
Excerpt:
chaos fundamentals, fractional calculus, fractional differential equations, fractional control and
by
Danko, George L. author.
Format:
Excerpt:
integral, differential, and state-flux forms -- Transport models for Mechanical Energy -- Transport models
by
Deep, Kusum. editor.
Format:
Excerpt:
using intuitionistic fuzzy differential equations.
by
Kajishima, Takeo. author.
Format:
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book encompasses fluid mechanics, partial differential equations, numerical methods, and turbulence
by
Aluf, Ofer. author.
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Partial Differential Equations (PDEs) -- Index.
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Variables 10. Mathematical Series 11. Functional Series and Integral Transforms 12. Differential Equations
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Differential Equations.
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Dunn, William L. (William Lee), 1944-
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interested readers with only an understanding of calculus and differential equations can learn Monte Carlo on
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described by differential and integral equations. Part III deals with the analysis of specific physical
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; Acknowledgments; Appendix; References; Chapter 4. Anisotropic Diffusion Partial Differential Equations for
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. This relation and the equations of momentum conservation are combined to give the equation of motion
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Ecole d'été de physique théorique (Les Houches, Haute-Savoie, France) (82nd : 2004)
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: Modeling, Analysis, and Simulation of Genetic Regulatory Networks: From Differential Equations to Logical
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. -- Appendices: -- Errors. -- Differential equations. -- Laplace transform. -- Answers. -- Index.
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elementary algebra, trigonometry, and first-year calculus and have some familiarity with differential
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Differential Equations 28 -- Z. Chen and X. Wang -- Some Lookback Option Pricing Problems 39 -- X. Guo
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solutions of discrete Volterra equations. Finally, for a class of Volterra integral and integro-differential
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Hasselblatt, Boris.
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theory and infinite-dimensional dynamical systems (partial differential equations). . Written by experts
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solve partial differential equations. In 1991, we published an article on the finite element method
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Equations; X. Hyperdifferential Form; XI. Digital Simulation of the Transform; XII. Applications to Wave and
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; integration theory; topological vector spaces; and differential equations. The author effectively demonstrates
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; Nomenclature; Appendices; Analytical Solutions to Ordinary Differential Equations ; IMSL Routines; Index.
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shales. The book derives the differential equations used to represent three-dimensional motions of
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application of graph theory to justify the derivation of the Node- and Mesh-equations from the more extensive
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Gajić, Zoran.
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analyzing the algebraic, differential, and difference Lyapunov matrix equations of continuous-time and
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of the system of differential equations which simulate the vehicle,has been derived. Whenever
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group theory, differential equations, integral equations, equations with infinitely many unknowns
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differential equations and integral equations is conveniently collected here. The volume will serve as
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generalized functions -- Part 3 : New solutions of partial differential equations. Linear equations
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. ORDINARY DIFFERENTIAL EQUATIONS; 8.1 Differential and Difference Equations
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Jacobson, David H.
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Introduction to Copositive Matrices; 3.2 Extensions; 3.3 Quadratic Differential Equations; 3.4 Invariant Sets
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Symposium on Analytic Computational Complexity (1975 : Carnegie Mellon University)
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and Differential Equations; 1. INTRODUCTION; 2. GENERALIZED INTERPOLATION PROBLEMS; 3. SPARSE LINEAR
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Lightstone, A. H.
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, global analysis, differential equations on manifolds, and mathematical physics, and for the readers who
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Multistep Methods for Ordinary DifFerential Equations applied to Parabolic Partial Differential Equations; 1
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numerically stored reference orbits and the relevant differential equations are derived. The latter of these
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-DIMENSIONAL PROBLEMS; 1. Introduction; 2. Differential constitutive equations; 3. Instantaneous plastic response; 4
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.4 Properties of the Inertia Tensor; 3.5 Impulse and Inertia; 3.6 Differential Equations of Euler; 3
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Fujita, Hiroshi, 1922-
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components, the differential equations for the ultracentrifuge, and the case of negligible diffusion. The
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Alt, Franz L.
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Systems of Linear Equations; 9. Least Square Methods for Ordinary Differential Equations.
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. Hyperbolic Partial Differential Equations; IV. Elliptic Partial Differential Equations; V. Applications to
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completely integrable partial differential equations. Subsequent investigations by Nijhoff, Quispel & Capel
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differential equations using GIS maps and phase plane as descriptive aides.
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differential dynamic programming (DDP). The change of variable from time to orbit anomaly is accomplished by a
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fermentation broth. A typical mechanistic system of ordinary differential equations (ODEs) describing a batch
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equations with unknown constant coefficients. Maple 2016 was used to compute the reduced Groebner basis for
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coupled nonlinear partial differential equations are solved numerically through a segregated approach
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energy norm. Since this measure emerges from the differential equations that govern wave propagation, it
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distance. This gives rise to integro-partial differential equations of reaction-diffusion type. Our work
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In classical partial differential equations (PDEs), it is well known that the solution to Burgers
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describe Floquet theory, it is the study of linear systems of differential equations with periodic
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equations consistent with assumed deformation field and solution for deformations, strains and stresses were
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derive the partial differential equations (PDE) that characterize the dynamical evolution of the load
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equations (DDEs) can be found which provide mechanistic explanations of immune network function; additional
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location). The resulting linear ordinary differential equations are solved to obtain an estimate of the
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differential equations, the level will build up as increasingly complex techniques are introduced and combined
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Introduction to Field Theory -- 1 Differential Calculus of Vector Fields and Differential Forms
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Ruskeepää, Heikki.
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; Matrices) 22. EQUATIONS (Linear Equations; Polynomial and Radical Equations; Transcendental Equations) 23
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-spline basis. The differential equations are replaced by non-linear systems of equations and the problems of
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described by systems of partial differential equations. The discretization of the spatial derivatives in
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Kli͡at͡skin, Valeriĭ Isaakovich.
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differential equations, like wave propagation in randomly layered media (localization), turbulent advection of
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elimination technique for the differential third order equation -- Appendix 3. Some integral calculations in
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Hlaváček, Ivan, 1933-
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to various state problems modeled by differential equations or variational inequalities: nonlinear
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Attenborough, Mary (Mary Patricia), 1954-
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Difference Equations -- 3.5 Differential Equations -- Chapter 4. Selected Transform Procedures -- 4.1 Partial
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various governing differential equations in a simple way minimizing a recourse to mathematics with which
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important links with partial differential equations and harmonic analysis. For the first time ever, a book
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Polynomial Differential Systems. Z. Li, Exact Solitary Wave Solutions of Non-linear Evolution Equations. H
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photochemical reactions by means of generalised differential equations, their set-up in matrix notation, and
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be described without specifying the required differential equations. The final sections of the book
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governing a mode I elastoplastic crack problem * Places emphasis on the near crack tip partial differential
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Differential Equations and Applications to Probl; Definition; Statement 1; Statement 2; Theorem 1; Corollary
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introduction, followed by a review of the relevant literature. The basic differential equations and energy
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Ochiai, Takushiro, editor.
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who were not experts on the topics considered during the sessions about partial differential equations
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Valkó, Péter, 1950-
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, nonlinear equations and optimization, parameter estimation, signal processing, and differential equations
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Massel, Stanislaw R.
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equations, as well as the statistical and spectral analysis of time series, is assumed. The reader should
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International Conference on Computational Methods in Water Resources (7th : 1988 : Massachusetts Institute of Technology)
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Partial Difference Equation; Chapter 23. The Numerical Treatment of Partial Differential Equations
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Carroll, Robert W., 1930-2012.
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quantization, attractors for PDE, Ginzburg-Landau Equations in superconductivity, Navier-Stokes equations
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Japan Conference on Graph Theory and Applications (1st : 1986 : Hakone-machi, Japan)
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Chapter 26. Combinatorial resolution of systems of differential equations. IV. Separation of
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Nowacki, Witold.
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Seminário de Análise Funcional, Holomorfia e Teoria da Aproximação (1981 : Universidade Federal do Rio de Janeiro)
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; Differential equations; CHAPTER 3. SOLVING ALGEBRAIC PROBLEMS WITH HIGH ACCURACY; INTRODUCTION; 1. COMPUTER
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DIFFERENTIAL EQUATIONS; I. INTRODUCTION; II. DIFFERENTIATION OF INTERVAL FUNCTION OF A REAL VARIABLE; III
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Workshop on the Information Linkage between Applied Mathematics and Industry (2nd : 1979 : Naval Postgraduate School, Monterey, Calif.)
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PARTIAL DIFFERENTIAL EQUATIONS; 1. INTRODUCTION; 2. THE HELMHOLTZ EQUATION; 3. EXISTING SOFTWARE; 4
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Engelking, Ryszard.
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, global analysis, differential equations on manifolds, and mathematical physics, and for the readers who
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Nowacki, Wojciech Krzysztof, author.
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. Solution of the differential equations of the theory of thermal stresses; 29. Thermal shock on the boundary
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Curtain, Ruth F.
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differential equations -- 8.2 Stochastic differential equations -- 8.3 Differential delay equations -- 8.4
by
Georgescu-Roegen, Nicholas.
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. MATHEMATICAL DYNAMIC SYSTEMS AND GROWTH; VI. DIFFERENTIAL EQUATIONS AND ECONOMIC DYNAMICS; VII. COMMODITIES
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Advanced Seminar on Special Functions (1975 : Madison, Wis.)
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3. SUMS AND SEQUENCES4. LINEAR ORDINARY DIFFERENTIAL EQUATIONS; PART II. ASYMPTOTIC ESTIMATES OF
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Seely, Samuel, 1909-1995.
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; 2-7 STATE EQUATIONS FOR LINEAR SYSTEMS; 2-8 DIFFERENTIAL EQUATIONS IN NORMAL FORM.
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Dimensional Equations; 1.9. Internal Energy and Enthalpy; 1.10. Notes on Dealing with Partial Derivatives; 1
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Stoll, Robert Roth.
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. Familiarity with calculus and linear differential equations is required for understanding some of the examples
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International Conference on Dynamic Stability of Structures (1965 : Evanston, Ill.)
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INTRODUCTION; 2 AUTONOMOUS ORDINARY DIFFERENTIAL EQUATIONS; 3 NONAUTONOMOUS SYSTEMS; 4 AUTONOMOUS FUNCTIONAL
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Berg, Lothar.
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. Partial differential equations; 53. Differential-difference equations; 54. The finite part of an integral
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WHEN THE RIGHT-HAND SIDE IS NON-STATIONARY; 15. LINEAR DIFFERENTIAL EQUATIONS WITH VARIABLE
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.2 Ordinary Differential Equations; 3.3 Partial Differential Equations.
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Budak, B. M. (Boris Mikhaĭlovich)
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PARTIAL DIFFERENTIAL EQUATIONS; 1. The equation for a function of two independent variables; 2. The
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Conference on the Ultracentrifuge (1962 : New York)
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; diffusion and sedimentation in multicomponent systems; and the frictional formalism in the flow equations of
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Vekua, I. N. (Ilʹi͡a Nestorovich), 1907-1977.
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. Reduction of equations of elliptic type to the canonicalform; CHAPTER III. FOUNDATIONS OF THE GENERAL THEORY
by
Hasselblatt, Boris.
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mathematically rigorous investigation of the resulting differential equations and their dynamic behavior. However
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Urich, Matthew D., author. (orcid)0000-0001-5146-2895
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model is a fully coupled, nonlinear set of Partial and Ordinary Differential Equations (PDEs and ODEs
by
Zhang, Fangbo, author.
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-Diffusion-Reaction equations that govern the spatial distribution of the swarm at the population level; and a microscopic model
by
Hong, Brian D., author.
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equilibrium equations are imposed in weak form, leading to a system of differential-algebraic equations that
by
Strong, Scott A., author.
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equations evolving the curvature and torsion of a vortex line. In this thesis, we conduct an asymptotic
by
Narayanan Subramani, Deepak, author.
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. We solve the reduced-order stochastic DO level-set partial differential equations (PDEs) to compute
by
Ahmed, Sameed, author.
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differential equations that has been used to model non-linear growth kinetics of breast cancer stem cells. The
by
Bhuiyan, Yeasin, author.
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differential equations in four unknowns, the scalar potential and the three components of the vector potential
by
Erukulla, Gautami D., author.
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ordinary differential equations are solved by Adams Moulton time integration method. Validation studies are
by
Kamiński, M. M. (Marcin M.), 1969-
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difference calculus 204 4.1.4. Parabolic differential equations 210 4.2. Analysis of the boundary value
by
Pearl, Elliott.
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equations / V.V. Filippov -- The interplay between compact spaces and the Banach spaces of their continuous
by
Faghri, Amir.
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generalized integral and differential transport phenomena equations for multi-component multiphase systems in
by
Fattorini, H. O. (Hector O.), 1938-
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processes governed by partial differential equations. Complete bibliography. Includes the latest research on
by
Kli͡at͡skin, Valeriĭ Isaakovich.
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Gaussian random field delta-correlated in time (ordinary differential equations) -- 8 Methods for solving
by
Ferrera, J.
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-history of the involved mathematics to the very last developments in Differential Equations, Inverse Problems
by
Hutson, V.
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Eigenfunction Expansions Associated with Ordinary Differential Equations -- 10.1 Introduction -- 10.2 Extensions
by
Kadet͡s, V. M. (Vladimir M.)
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periodic mappings to complex -- manifolds -- V. Fedorchuk, V. Fedorchuk. Some new differential equations of
by
Vrabie, I. I. (Ioan I.), 1951-
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also those referring to the Maxwell equations, the equations of Linear Thermoelasticity, the equations
by
Marghitu, Dan B.
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-- Nonlinear Controllers by Feedback Linearization -- Sliding Control -- Appendix: -- Differential Equations
by
Hoffman, E. J. (Edward Jack), 1925-2012.
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Dissipative Effects -- 4.3 Darcy's Law -- 5. THE CLASSIC DIFFERENTIAL EQUATIONS FOR FLOW -- THROUGH POROUS
by
Gil, Henryk, 1933-
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trough described by a three-parameter influence function; 4.10 Differential equations for displacements
by
Baker, W. E. (Wilfred Edmund), 1924-
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Differential Equations; References; Part II: Scaling of Air Blast Waves and Gas Dynamics; Chapter 4. Scaling of
by
Omeni, Beatrice Ashi, author.
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of the unit on differential equations, outlining the presentation techniques used for each type of
by
Allen, H. G. (Howard Godfrey)
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Basic Equations; 7.3. General Differential Equations; 7.4. Simplified Form of Differential Equations; 7
by
Eaton, J. Robert (James Robert), 1902-
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3.5. Gravitational Field Relations3.6. Electromagnetic Waves; 3.7. Differential Equations; CHAPTER
by
Gvozdover, Samson Davidovich.
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; CHAPTER 1. ELEMENTS OF ELECTRODYNAMICS OF CAVITY RESONATORS; 1.1 The Differential Equations of Maxwell and
by
Apostol, Marian.
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Differential Equations -- 9.1 Introduction -- 9.2 Constant coefficients -- 9.3 First-order differential
by
Gilʹ, M. I. (Mikhail Iosifovich)
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. Chapter 19 deals with a class of the Stieltjes differential equations. These equations generalize
by
Jeffrey, Alan.
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Equations Homogeneous Equations Linear Differential Equations Constant Coefficient Linear Differential
by
Bovik, Alan C. (Alan Conrad), 1958-
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edge detection / Phillip A. Mlsna and Jeffrey J. Rodriguez -- Diffusion partial differential equations

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