2 sonuçtan 1 ile 2 arası
  1. #1
    Üye missyou - ait Kullanıcı Resmi (Avatar)
    Üyelik tarihi
    20.08.2016
    Mesajlar
    48.316
    Konular
    0
    Bölümü
    Bilgisayar
    Cinsiyet
    Kadın
    Tecrübe Puanı
    52

    A Complete First Course in Differential Equations



    A Complete First Course in Differential Equations
    .MP4 | Video: 1280x720, 30 fps(r) | Audio: AAC, 44100 Hz, 2ch | 4.19 GB
    Duration: 29.5 hours | Genre: eLearning Video | Language: English

    A University Level Introductory Course in Differential Equations

    What you'll learn

    Classify differential equations according to their type and order.
    Solve first order differential equations that are separable, linear, homogeneous, exact, as well as other types that can be solved through different substitutions.
    Use first order differential equations to model different applications from science.
    Solve linear second order equations with constant coefficients (both homogenous and non-homogeneous) using the method of undetermined coefficients, variation of parameters, and Laplace transforms.
    Understand the theory of linear second order differential equations and how it relates to ideas from linear algebra.
    Use linear second order equations with constant coefficients (both homogenous and non-homogeneous) to model applications from science.
    Find Laplace and inverse Laplace transforms.
    Use Laplace transforms to solve linear second order equations with constant coefficients which contain forcing functions such as impulses, step functions, and periodic functions.
    Solve systems of linear differential equations with constant coefficients and understand the importance of eigenvalues and eigenvectors for finding solutions.
    Understand the importance of the Matrix exponential and how to compute it in order to find the solutions of linear systems of differential equations.
    Apply basic numerical methods to find approximate solutions of differential equations.
    Understand the basics of some complex analysis and its usefulness to differential equations.
    Use equilibrium points, phase portraits, and stability analysis to analyze linear systems.
    Use Maple to analytically and numerically solve differential equations. Use Maple to study differential equations qualitatively.
    Model real world phenomenon with differential equations.
    Find series solutions to second order linear equations with variable coefficients. Apply this method to ordinary points and regular singular points. Find Frobenius series solutions using the method of Frobenius. Apply reduction of order to find series solutions.
    Use Fourier series to solve partial differential equations. Solve the heat, wave, and Laplace equation using separation of variables and Fourier Series. Understand theory and applications of General Fourier series, Sine Fourier series, Cosine Fourier series, and convergence of Fourier series. Solve inhomogenous PDEs.
    Use theory of vector spaces, orthogonality of functions and inner products, self adjoint operators and apply to Sturm-Liouville Eigenvalue problems. Use eigen function expansions to solve nonhomogenous problems.
    Analyze nonlinear autonomous system by finding equilibrium points and stability. Understand concept of linearization and the Hartman-Grobman Theorem. Find and analyze Hopf bifurcation as well as other commonly known bifurcations
    Apply Numerical methods and understand importance of stability and accuracy. Be able to implement in Maple. Be able to use state of the art DE solvers.

    Requirements

    First year differential and integral calculus

    Description

    This course will teach everything that is usually taught in the first two semesters of a university/college course in differential equations. The topics we will consider in this course are

    First Order Differential Equations
    Linear Equations of Higher Order
    Laplace Transform Methods
    Linear Systems of Differential Equations
    Power Series Methods
    Partial Differential Equations
    Fourier Series
    Sturm Liouville Eigenvalue Problems
    Nonlinear Systems of Differential Equations
    Numerical Methods

    Who this course is for:

    Students taking differential equations at college or university
    Students preparing to take differential equations at college or university
    Anyone who wants to learn about the subject of differential equations



    Download link:
    Kod:
    rapidgator_net: https://rapidgator.net/file/08cf41ecfb4bf0c93fcd31b2e99e7ce9/rmbph.A.Complete.First.Course.in.Differential.Equations.part1.rar.html https://rapidgator.net/file/a5ac2628522d13115ac3a0af1717fea9/rmbph.A.Complete.First.Course.in.Differential.Equations.part2.rar.html https://rapidgator.net/file/144a952bf4694f1ada908ca87c958b0d/rmbph.A.Complete.First.Course.in.Differential.Equations.part3.rar.html https://rapidgator.net/file/02fc616fa701b3cba87c2ee81f125e67/rmbph.A.Complete.First.Course.in.Differential.Equations.part4.rar.html https://rapidgator.net/file/b9963dbc9ece3420d8c7069156058e1f/rmbph.A.Complete.First.Course.in.Differential.Equations.part5.rar.html nitroflare_com: http://nitroflare.com/view/9DB6C439E2AAF95/rmbph.A.Complete.First.Course.in.Differential.Equations.part1.rar http://nitroflare.com/view/91A498B69C4D7E2/rmbph.A.Complete.First.Course.in.Differential.Equations.part2.rar http://nitroflare.com/view/C87BD2DEB030222/rmbph.A.Complete.First.Course.in.Differential.Equations.part3.rar http://nitroflare.com/view/9C69A2BB400270D/rmbph.A.Complete.First.Course.in.Differential.Equations.part4.rar http://nitroflare.com/view/EEC72C441D543AB/rmbph.A.Complete.First.Course.in.Differential.Equations.part5.rar
    Links are Interchangeable - No Password - Single Extraction

  2. #2
    Üye thzfsdhdty - ait Kullanıcı Resmi (Avatar)
    Üyelik tarihi
    13.06.2018
    Yaş
    35
    Mesajlar
    1.411
    Konular
    0
    Bölümü
    Uzay
    Cinsiyet
    Kadın
    Tecrübe Puanı
    3

    Cevap: A Complete First Course in Differential Equations

    Thiết kế website nhÃ* chùa ấn tượng, độc đáo, mang phong cách riêng cho từng ngôi chùa.
    Thiết kế website với giao diện đẹp, đa dạng, gần gũi với người đọc.
    Hướng dẫn cách quản trị website, đăng bÃ*i viết lên website vô cùng đơn giản.
    Hỗ trợ quản lý chăm sóc nội dung cho website nhÃ* chùa trọn gói.
    Hãy liên hệ ngay để biết thêm thông tin chi tiết.


    Hotline: 0934 150 770 Zalo - 0978 106 552 Zalo ( HoÃ*ng Mr )
    [Misafirler Kayıt Olmadan Link Göremezler Lütfen Kayıt İçin Tıklayın ! ]

 

 

Konu Bilgileri

Users Browsing this Thread

Şu an 1 kullanıcı var. (0 üye ve 1 konuk)

Konuyu Favori Sayfanıza Ekleyin

Konuyu Favori Sayfanıza Ekleyin

Yetkileriniz

  • Konu Acma Yetkiniz Yok
  • Cevap Yazma Yetkiniz Yok
  • Eklenti Yükleme Yetkiniz Yok
  • Mesajınızı Değiştirme Yetkiniz Yok
  •