41. Catalog Description Problems, Larry C. Andrews, Harper Collins, and A First Course in differential equations, 5e, Dennis G. Zill, PWSKent. Format, Student activities, and Grades. http://math.boisestate.edu/dept-stuff/Generic/M333.html

Boise State University Department of Mathematics Math 333 Differential Equations with Matrix Theory Generic Syllabus Updated Fall 1998 Catalog Description M 333 DIFFERENTIAL EQUATIONS WITH MATRIX THEORY (4-0-4) Use of differential equations to model phenomena in sciences and engineering. Solution of differential equations via analytic, qualitative and numerical techniques. Linear and nonlinear systems of differential equations. Introduction to matrix algebra, determinants, eigenvalues, and solutions of linear systems. Laplace transforms. PREREQ: M 175. Prerequisites M 175 Calculus and Analytic Geometry, or equivalent calculus elsewhere, or permission of the instructor. The rationale for the prerequisite is that students should have enough experience with the concept of the derivative and the integral that the idea of a differential equation makes sense, and that the computations involved in some of the solution techniques are possible for them. Jurisdiction This course is not currently controlled by a departmental committee and individual instructors may choose different textbooks. Exams, homework, and grading system are left to the instructor. Learning Objectives As an applied mathematics course, the objectives of M 333 reflect three of the Department's teaching goals: that students be able to give examples of nontrivial applications of mathematics to various (non-mathematical) fields, that students be able to use suitable mathematical tools, and that students use mathematics as a language. As a service course taken primarily by non-majors, M 333 does not stress the aesthetic side of mathematics or the idea of mathematics as the study of patterns.

42. Professional Activities And Service Professional activities and Service. 1 Optimization; Numerical Methods for Partial differential equations; Physica D; Physics Letters A; http://www.mines.edu/fs_home/whereman/pro_act.html

Professional Activities and Service Journals Applied Mathematics Letters Applied Optics Computers in Physics Computer Physics Communications European Journal of Applied Mathematics Europhysics Letters Foundations of Physics Geophysical Research Letters IEEE Transactions on Sonics and Ultrasonics International Journal of Computers and Mathematics with Applications Journal of the Acoustical Society of America Journal of Mathematical Physics Journal of Nonlinear Mathematical Physics Journal of Physics A: Mathematics and General Journal of Symbolic Computation Mathematical Reviews Mathematics and Computers in Simulation Numerical Functional Analysis and Optimization Numerical Methods for Partial Differential Equations Physica D Physics Letters A Physical Review B and E Physical Review Letters SIAM Journal of Applied Mathematics Simon Stevin The Mathematica Journal Wave Motion Agencies American Mathematical Society (AMS) Los Alamos National Laboratory National Science Foundation (NSF) NATO Scientific Committee (NATO) Natural Sciences and Engineering Research Council of Canada (NSERC) South African National Research Foundation (NRF, formerly FRD)

43. Mathematical And Computer Science Progress With Regard To Assessment: differential equations was revised to have three tests and a final. Course continues to be monitored through focus group activities. http://www.mines.edu/Academic/assess/Feedback.html

Mathematical and Computer Sciences Department's Use of Information Acquired through Assessment Activities Semester Source Concern Response Follow-up Spring '97 Feedback from Physics Department Students Knowledge of Vectors in Physics Course. Vectors were discussed in Physics the semester before they were addressed in Calculus. Revision of Calculus sequence to correspond with the physics sequence. The introduction of vectors now occurs in Calc II rather than Calc III. Mini-grant study completed in Summer of 1999 by Dr. Barbara Bath suggests that students have been successful in the new sequence. This same study also recommends further analysis with regard to the effect of the sequence upon students performances in physics. Spring '98 Faculty Survey Appropriateness of the general set of Departmental Goals and Objectives to Core Courses, Mathematics Major Courses and Computer Science Major Courses. Departmental Goals and Objectives were re-examined and separate lists of Goals and Objectives were developed for Core Courses, Mathematics Major Courses and Computer Science Major Courses. On-going review of the Faculty Survey and appropriateness of current goals and objectives by Undergraduate Curriculum Committee.

44. Differential Equations use ordinary differential equations and solving systems of ordinary differential equations on analyzing a variety of practical applications. http://www.dean.usma.edu/math/activities/ilap/topics/de/default.htm

Discrete Dynamical Systems Probability and Statistics Calculus [ Differential Equations ] Linear Algebra The goal of these problems is to use ordinary differential equations and solving systems of ordinary differential equations on analyzing a variety of practical applications find numerical solutions of differential equations that result when modeling physical phenomena. solve classical partial differential equations of mathematical physics and engineering fields. Send mail to webmaster with questions or comments about this web site. Last modified: February 22, 2001

45. Faculty Members And Their Research Activities Real analysis, Harmonic analysis and Applied analysis related to Partial differential equations. lzumi TAKAGI, D.Sc. Nonlinear partial differential equations. http://www.math.tohoku.ac.jp/mistaff.html

Faculty of Mathematical Institute, Tohoku University (as of April 1, 2004) English / Japanese Back to the Home Page of Mathematical Institute Professors Associate Professors ... Research Associates Professors Shigetoshi BANDO, Ph.D. Differential geometry, with analytical method, in particular interested in Einstein metrics. Einstein metrics on real manifolds, Einstein-Kaehler metrics Einstein-Hermitian metrics on holomorphic vector bundles. Masaki HANAMURA , Ph.D. Algebraic Geometry. In particular, algebraic cycles, cohomology theories, and theory of motifs. Tetsuya HATTORI , D.Sc. Mathematical physics and probability theory, with emphasis on renormalization group approaches. Masanori ISHIDA , D.Sc. Algebraic geometry varieties. In particular, complexes of modules associated to toric algebraic varieties. Katsuei KENMOTSU, D.Sc. Differential geometry. In particular, submanifold geometry which studies minimal surfaces, constant mean curvature surfaces and submanifolds with parallel mean curvature in various spaces. Motoko KOTANI, D.Sc.

46. Devaney Books The BU differential equations Project), the book is an attempt to infuse modern topics in differential equations into the A TOOLKIT OF DYNAMICS activities. http://math.bu.edu/people/bob/books.html

Books by Robert L. Devaney DIFFERENTIAL EQUATIONS, DYNAMICAL SYSTEMS, AND AN INTRODUCTION TO CHAOS. Elsevier Academic Press . ISBN 0-12-349703-5 (2004). With M. W. Hirsch and S. Smale. This is a text for an advanced undergraduate course in Differential Equations. It is a completely revised and updated version of the classic Hirsch-Smale text called Differential Equations, Dynamical Systems and Linear Algebra. Text home page. A FIRST COURSE IN CHAOTIC DYNAMICAL SYSTEMS. Now published by Perseus Publishing Co. (a division of Harper/Collins), 1992. ISBN 0-201-55406-2. Telephone (Harper-Collins): 800-386-5656. This is an undergraduate textbook about chaotic dynamical systems. The only prerequisites are a background in calculus and an interest in mathematics. Topics covered include iteration, bifurcations, symbolic dynamics, Sarkovskii's Theorem, Chaos, the Schwarzian derivative, Newton's Method, Fractals, Julia sets, and the Mandelbrot set. Numerous computer experiments are included. AN INTRODUCTION TO CHAOTIC DYNAMICAL SYSTEMS.

47. Software For Partial Differential Equations click for movie Partial differential equations constitute the based investigation of the equations allow us This research, combined with activities at SINTEF http://www.ifi.uio.no/~tpv/Research/pdesw/pdesw.html

Software for Partial Differential Equations Funding This project is financed in part by The Research Council of Norway , under the research program BeMatA Shortcuts Project Summary Background Methods Related Projects Staff Prof. Are Magnus Bruaset Dr. Xing Cai Prof. Hans Petter Langtangen Dr. Glenn Terje Lines ... Prof. Aslak Tveito Links Diffpack Book Numerical Objects AS Parallel Solution of PDEs Linux Cluster at Ifi Project Summary The Norwegian Version The project will focus on the development of modern generic software for solving partial differential equations (PDEs). In particular, we want to study and implement the following generic PDE software components: p-version of the finite element method Mixed finite element method The finite volume method Treatment of multi-physics problems Treatment of moving domain problems Efficiency improvement of general PDE software code High-level interface to PDE software code through scripting languages such as Python All the above software compoenents are expected to be included in the Diffpack computing environment.

48. Wiley Higher Education::Elementary Differential Equations And Boundary Value Pro 176966. A companion workbook that features activities using MATHEMATICA software. differential equations with MATLAB 0-471-32227-X. A http://he-cda.wiley.com/WileyCDA/HigherEdTitle/productCd-0471319996,courseCd-MA2

Shopping Cart My Account Help Contact Us By Keyword By Title By Author By ISBN Home Mathematics and Statistics Mathematics Ord Diff EQ W/Boundary Elementary Differential Equations and Boundary Value Problems, Seventh Edition Elementary Differential Equations and Boundary Value Problems, Seventh Edition William E. Boyce, Renssalaer Polytechnic Institute Richard C. DiPrima, Renssalaer Polytechnic Institute ISBN: 0-471-31999-6 This title is available for purchase on Wiley's main website Supplements Differential Equations with Mathematica 2e A companion workbook that features activities using MATHEMATICA software. Differential Equations with MATLAB 0-471-32227-X A companion workbook that features activities using MATLAB software. Student Solutions Manual 0-471-39114-X Solutions to selected problems in the text. Interactive Learning Edition (regular text + ILE CD-ROM) A special set combining the regular text copy + CD-ROM containing a ODE Architect software, ODE Architect workbook, and Student Solutions Manual. Differential Equations with Mathematica 2e A companion workbook that features activities using MATHEMATICA software.

49. Wiley Higher Education::Elementary Differential Equations And Boundary Value Pro Mathematica software. differential equations with MATLAB 0471-32227-X A companion workbook that features activities using MATLAB. http://he-cda.wiley.com/WileyCDA/HigherEdTitle/productCd-0471307890,courseCd-MA2

Shopping Cart My Account Help Contact Us By Keyword By Title By Author By ISBN Home Mathematics and Statistics Mathematics Ord Diff EQ W/Boundary Elementary Differential Equations and Boundary Value Problems Course Advantage Edition, Seventh Edition Elementary Differential Equations and Boundary Value Problems Course Advantage Edition, Seventh Edition William E. Boyce, Renssalaer Polytechnic Institute Richard C. DiPrima, Renssalaer Polytechnic Institute ISBN: 0-471-30789-0 This title is available for purchase on Wiley's main website Supplements Differential Equations with Mathematica 2e A companion workbook that features activities using Mathematica software. Differential Equations with MATLAB 0-471-32227-X A companion workbook that features activities using MATLAB. Student Solutions Manual 0-471-39114-X Solutions to selected problems in the text. Interactive Learning Edition (regular text + ILE CD-ROM) A special set combining the regular text copy + CD-ROM containing a digitized version of the text, ODE Architect software, and ODE Architect companion workbook and Student Solutions Manual. Differential Equations with Mathematica 2e A companion workbook that features activities using Mathematica software.

50. Science, Math: Differential Equations Nonlinear differential equations at Glasgow The site describes research activities of the differential equations group in the mathematics department at the http://www.combose.com/Science/Math/Differential_Equations/

Top Science Math Differential Equations ... Software Related links of interest: Science:Math:Calculus Science:Physics:Mathematical Physics Analytic Solution for the Burgers Equation - Provides the general analytic solution for the Burgers equation in the form of a 4-D commutative hypercomplex function. The solution exhibits the main dynamic features in a Burgers medium: propagation of disturbances, shock waves, propagating state change fronts, and solitons. A page is included to explain the hypercomplex mathematics. Analytical solution for the Korteweg-de Vries equation - Provides the general analytic solution for the KdV equation. In one function, the result models traveling wavetrains, solitary spikes (solitons), and sech-form long waves. Bifurcations, Equilibria, and Phase Lines: Modern Topics in Differential Equation Courses - Online course material C*ODE*E - Consortium of ODE Experiments. Newsletter, graphics, links Computational PDEs Unit - School of Computing, University of Leeds. Research details, publications, software and resources. Difference Method for Numerical Approximation to Applied Differential Equations.

51. Introduction To Differential Equations And Dynamical Systems are mostly formulated as differential equations and as to solve the equations explicitely, numerically lectures, exercises and practical computer activities. http://www.joensuu.fi/mathematics/DidMat/JunekCourse2000.html

Introduction to differential equations and dynamical systems (1-2 ov) February 15-24, 2000, Department of Mathematics Teacher: Professor Heinz Junek from the University of Potsdam, Germany Teaching language: English/Finnish (Updated March 16, 2000) Heinz is the Prey, Lenni the Predator Other photos: Heinz, Pekka and Matti are assisting the Computer Lab session Pekka and Heinz Snowy forest in Koli Visitors at Koli peak A Short Video Clips from the Computer Lab work Course Material (to be updated gradually) in http://www.joensuu.fi/sciences/mathematics/DidMat/Junek/StudyMaterial.html Examination in Joensuu :Friday 25.2.2000, 12-14 in M17 Exam is designed by Heinz and Jussi, and Jussi is responsible for the rest. You may use all the course material (or as Heinz said: "Anything") in the exam. Everyone MUST fill in the course evaluation form in the Web, designed by Lasse Eronen et. al. (not ready yet). Its URL address will be sent to you next week and it will also appear here: The course starts on Tuesday morning in the lecture room M20, 2nd floor, in the Psychology Wing of the M building (also Y6).

52. David Holland - Educational Activities Textbook, Numerical Partial differential equations (Finite Difference Methods) by JW Thomas (SpringerVerlag, TAM 22). Numerical Partial http://fish.cims.nyu.edu/educational_pages/num_meth_II_2004/course_details.html

53. Nonlinear Partial Differential Equations Apart from the main activities a shorter workshop on Multiscaling, organised by G survey talks on a range of topics in partial differential equations, was held http://www.newton.cam.ac.uk/reports/0001/npd.html

Nonlinear Partial Differential Equations 8 January to 6 July 2001 Report from the Organisers: H Brezis (Paris), EN Dancer (Sydney), JF Toland (Bath), NS Trudinger (Aust. Nat. Univ.) Scientific Background Outcome and Achievements Other Activity Scientific Background Nonlinear partial differential equations lie at the frontier of contemporary mathematics with deep theoretical challenges linked to diverse applications. This programme emphasised equations of elliptic and parabolic type, which traditionally model steady states and evolving processes. The programme was divided into four interrelated themes: • Geometric evolution equations; • Fully nonlinear equations; • Variational problems with singularities; • Reaction diffusion equations. The first two themes were pursued mainly during the first three months of the programme and the last two themes during the last three months. The activities under each theme culminated in a workshop. The first two were integrated in a two- week workshop supported by the EC, as a Euroworkshop entitled Geometric Evolutions and Nonlinear Elliptic Equations, organised by B Andrews and NS Trudinger, from 26 March to 6 April 2001. A workshop on Variational Problems with Singularities, organised by H Brezis and F Bethuel, was held from 25 to 29 June 2001, while the final activity of the programme, covering the last theme above, was a Euroconference entitled Nonlinear Elliptic Equations and Transition Phenomena, organised by EN Dancer and H Brezis, from 2 to 6 July 2001.

54. NSF Annual Report Of Activities being substituted into (1). Invoking the orthogonality of the eigenfunctions would result in a set of coupled, linear ordinary differential equations in time. http://www.me.gatech.edu/acoustics/IAL/projects/michaux/

Analytical Modeling and Simulation Research has been initiated in three areas of analysis. First, a rotor model has been developed which will serve as a testbed for dither control strategies. Many different types of models have been used in the past to model brake rotors and computer disks; see for example the review articles of Kinkaid, et al. [1] and Mottershead [2]. There are two general categories of disc models; those that use a modal description and those that use a finite-element model. While the latter is more general, the former was adopted in the initial phase of this investigation for simplicity's sake. In particular, the disc rotor was modeled by a thin, stationary, clamped-free annular plate. The model can be summarized by the following equations: where , E is the elastic modulus, h is the thickness, n is the Poisson's ratio, r is the mass density, and F( r q ,t ) is the force per unit area applied by the brake pad, or by other external means. The term is the biharmonic operator, given in polar coordinates as It is assumed that the plate is clamped at its inner radius, r = b:

55. Lukol Directory - Science Math Differential Equations Nonlinear differential equations at Glasgow The site describes research activities of the differential equations group in the mathematics department at the http://www.lukol.com/Top/Science/Math/Differential_Equations/

Lukol Directory - Science Math Differential Equations ... MathPages: Calculus and DiffEq Notes Kevin Brown's compilation of postings including many topics in differential equations. http://www.mathpages.com/home/icalculu.htm Introduction to Green's Functions Green's functions play an important role in the solution of linear ordinary and partial differential equations, and are a key component to the development of boundary integral equation methods. http://www.boulder.nist.gov/div853/greenfn/tuto... Osaka University PDE-Analysis research group. Organises the East Asia Symposium on PDE. http://www.math.sci.osaka-u.ac.jp/handai_kaisek... Analytical solution for the Korteweg-de Vries equation Provides the general analytic solution for the KdV equation. In one function, the result models traveling wavetrains, solitary spikes (solitons), and sech-form long waves. http://home.usit.net/~cmdaven/korteweg.htm Analytic Solution for the Burgers Equation Provides the general analytic solution for the Burgers equation in the form of a 4-D commutative hypercomplex function. The solution exhibits the main dynamic features in a Burgers medium: propagation of disturbances, shock waves, propagating state change fronts, and solitons. A page is included to explain the hypercomplex mathematics. http://home.usit.net/~cmdaven/burgers.htm

56. Petr Girg variables);; Mathematical Analysis III (Tensor Analysis);; Partial differential equations. Scientific activities, Publications. existence http://cam.zcu.cz/members/girg/index.en.shtml

Ing. Petr Girg, Ph.D. tel.: +420-377 632 644 fax.: +420-377 632 602 e-mail: pgirg@kma.zcu.cz Date of birth March 25 1974 Qualification PhD., Západoèeská univerzita, Plzeò. Ing., Západoèeská univerzita, Plzeò. Teaching activities ...for students.. Mathematical Analysis I (Differential and Integral Calculus for functions of one variable); Mathematical Analysis II (Differential and Integral Calculus for functions of several variables); Mathematical Analysis III (Tensor Analysis); Partial Differential Equations. Scientific activities Publications existence, multiplicity and bifurcation of solution of resonant nonlinear boundary value problems of ODE and elliptic PDE ( Numerical Experiments quasilinear differential equations; semilinear differential equations with periodic nonlinearity. Languages knowledge English (very good); Russian, German (good); Spanish (understandable). Stays Universitaet Rostock ) (one year; still outside), Rostock, Germany, (sponosored by Humboldt Foundation Universidad de Granada ( ) (3 month), Granada, Spain (sponsored by the Spanish Ministery of Foreign Affairs);

57. Doug Meade's Home Page -- Part II differential equations Exploration Through Technology (lab manual, prepared by Eric Matthias Kawski s Maple Resources and activities (Arizona State University http://www.math.sc.edu/~meade/details.html

Department of Mathematics College of Science and Mathematics University of South Carolina Professional Activities and Interests Publications Grant Support Teaching Development Fund (USC Provost) (1995-6) NSF DMS Award Lilly Fellow (Lilly Foundation) (1994-95) - Final Report Instructional Development Fund (USC Provost) (1995) NSF ILI Program Course Information Spring 2004 Math/Stat 511 (Probability) Labs for Math 142 (Calculus II) Fall 2003 Math 142 (Calculus II) - HONORS Labs for Math 141 (Calculus I) Spring 2003 Labs for Math 142 (Calculus II) Fall 2002 Math 141 (Calculus I) Spring 2002 Math 241 (Vector Calculus) - HONORS Fall 2001 Math 526 (Numerical Linear Algebra) Spring 2001 Math 241 (Vector Calculus) Math 554 (Real Analysis) Fall 2000 Math 241 (Vector Calculus) - HONORS Math 524 (Nonlinear Optimization) Spring 2000 Math 242 (Elementary Differential Equations) - HONORS Math 544 (Linear Algebra) Fall 1999 Math 122 (Calculus for Business Administration and Social Sciences) Math 552 (Applied Complex Analysis) Fall 1998 Math 524 (Nonlinear Optimization) Math 720 (Applied Mathematics I) Spring 1998 Math 122 (Calculus for Business Administration and Social Sciences) Math 242 (Elementary Differential Equations) Fall 1997 Math 122 (Calculus for Business Administration and Social Sciences) Math 550 (Vector Analysis) Spring 1997 Math 141 (Calculus I) Math 550 (Vector Analysis) Fall 1996 Math 544 (Linear Algebra) Spring 1996 Math 142 (Calculus II) - HONORS Math 726 (Numerical Analysis I) Fall 1995 Math 142 (Calculus II) Math 524 (Nonlinear Optimization)

58. Southampton ECS UCAS: MA361:MATH3024 Partial Differential Equations origin and properties of the main linear partial differential equations of engineering The wave equation the method of descent Teaching and learning activities. http://www.ecs.soton.ac.uk/ucas/syllabus.php?unit=MA361:MATH3024

59. Activities At The Mathematical Institute AS CR information. activities at the Institute. cz . Scientific seminar on differential equations Contact person Frantisek Neuman neuman@ipm.cz . http://www.math.cas.cz/activity.html

Mathematical Institute of the Academy of Sciences of the Czech Republic People ] [Activities] [ Research Positions Administration Documents ... Useful information Activities at the Institute representative lecture series in honor of prof. Eduard Cech regular seminars conferences organized by the Institute Representative lecture series in honor of prof. Eduard Cech Currently no lecture is planned. Previous lecture (with photos): Jaroslav Kurzweil: Regular seminars Complexity seminar Contact person: Jiri Sgall sgall@math.cas.cz Continuation Seminar Contact person: Jan Krajicek krajicek@math.cas.cz Current problems in numerical analysis Contact person: Michal Krizek krizek@math.cas.cz Logic seminar (and information on related resources including a set theory preprint library) Contact person: Jan Krajicek krajicek@math.cas.cz Mathematical theory of fluid mechanics Contact persons: Josef Malek malek@karlin.mff.cuni.cz Eduard Feireisl feireisl@math.cas.cz ... Scientific seminar on differential equations Contact person: Frantisek Neuman neuman@ipm.cz

60. AAMP - Teaching Activities activities. The members of the group contribute to undergraduate courses in calculus, analysis, mathematical modelling and ordinary differential equations. http://www.math.utwente.nl/mpcm/aamp/teaching.html

Teaching activities The members of the group contribute to undergraduate courses in calculus, analysis, mathematical modelling and ordinary differential equations. Graduate courses for which the group is responsible include partial differential equations, mathematical modelling, applied analytical methods (variational structures and methods, continuous dynamical systems) and bifurcation theory. Contributions to numerical courses are given as well. At all levels of education, we investigate the appropriate use of computer-algebra and numerical tools for visualisation, mathematical modelling and ordinary differential equations. Please consult the dutch and english education pages of the department, the TW-onderWWWijs , or the UT-Teletop for the course program.

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