{"id":"5c8199d3b8497d000d4e5eb1","name":"Notes on Diffy Qs (Lebl)","summary":"Edfinity is supported by the National Science Foundation","description":"\u003cp dir=\"ltr\" id=\"isPasted\"\u003eThis online user-contributed homework course comprises of algorithmic problems carefully organized into problem sets mapped to textbook sections. Use this course as-is, or customize at any level. 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Save precious class time for discussions.\u003c/li\u003e\u003cli dir=\"ltr\"\u003e\u003cstrong\u003eEmporium classes:\u003c/strong\u003e Use Edfinity for individual/group work for large enrollment sections in labs.\u003c/li\u003e\u003c/ol\u003e\u003cp\u003eEdfinity is a full-featured homework system that supports mathematically-aware problems with algebraic input, evaluation of mathematical expressions, randomized variants, prerequisite pathways for personalized learning, collaboration, coordinated courses, flexible configuration of students\u0026rsquo; experience, and complete customization of assignments.\u003c/p\u003e","description_more":"","price":40.0,"sort_order":0,"active":true,"individual_license":false,"section_id":"685ecc5f79e240a263f2e88c","permissive_license":false,"type":"course","year":null,"section_license":true,"taxable":false,"purchasable":true,"related_product_ids":[],"paired_product_id":null,"min_quantity":null,"max_quantity":null,"audience":"educator_audience","site_ids":["55843bd46435650003000000"],"package_price":null,"show_toc":true,"author_roles":[],"author_role_title":"Contributors","institution":null,"tags_array":["math","oer","differential_equations"],"hidden_tags":[],"meta_description":null,"term_pricing":true,"curricula":null,"curricula_course":null,"highlights":"\u003cdiv class=\"mb-3\"\u003e\u003cspan class=\"fa fa-subscript fa-fw mr-2\"\u003e\u003c/span\u003e \u003cstrong\u003eInteractive, algorithmic problems\u003cbr\u003e\u003c/strong\u003eAlgebraic, graphing, open response; randomized variants, hints, and tips\u003c/div\u003e\u003cdiv 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systems"},{"id":"685ecc8279e240a263f2ea84","name":"Sec 3.3:  Linear systems of ODEs"},{"id":"685ecc8479e240a263f2ea9e","name":"Sec 3.4:  Eigenvalue method"},{"id":"685ecc8879e240a263f2eabe","name":"Sec 3.5:  Two dimensional systems and their vector fields"},{"id":"685ecc8b79e240a263f2eada","name":"Sec 3.6:  Second order systems and applications"},{"id":"685ecc8c79e240a263f2eaee","name":"Sec 3.7:  Multiple eigenvalues"},{"id":"685ecc8e79e240a263f2eb00","name":"Sec 3.8:  Matrix exponentials"},{"id":"685ecc8f79e240a263f2eb0e","name":"Sec 3.9:  Nonhomogeneous systems"},{"id":"685ecc9179e240a263f2eb24","name":"Sec 4.1:  Boundary value problems"},{"id":"685ecc9279e240a263f2eb36","name":"Sec 4.10:  Dirichlet problem in the circle and the Poisson kernel"},{"id":"685ecc9379e240a263f2eb42","name":"Sec 4.2:  The trigonometric series"},{"id":"685ecc9479e240a263f2eb54","name":"Sec 4.3:  More on the Fourier series"},{"id":"685ecc9579e240a263f2eb64","name":"Sec 4.4:  Sine and cosine series"},{"id":"685ecc9679e240a263f2eb74","name":"Sec 4.5:  Applications of Fourier series"},{"id":"685ecc9679e240a263f2eb7c","name":"Sec 4.6:  PDEs, separation of variables, and the heat equation"},{"id":"685ecc9879e240a263f2eb92","name":"Sec 4.7:  One dimensional wave equation"},{"id":"685ecc9979e240a263f2eba4","name":"Sec 4.8:  D’Alembert solution of the wave equation"},{"id":"685ecc9a79e240a263f2ebb2","name":"Sec 4.9:  Steady state temperature and the Laplacian"},{"id":"685ecc9b79e240a263f2ebc2","name":"Sec 5.1:  Sturm-Liouville problems"},{"id":"685ecc9b79e240a263f2ebca","name":"Sec 6.1:  The Laplace transform"},{"id":"685ecc9d79e240a263f2ebe6","name":"Sec 6.2:  Transforms of derivatives and ODEs"},{"id":"685ecc9f79e240a263f2ebfc","name":"Sec 6.3:  Convolution"},{"id":"685ecca079e240a263f2ec0c","name":"Sec 6.4:  Dirac delta and impulse response"},{"id":"685ecca179e240a263f2ec1c","name":"Sec 6.5: Solving PDEs with the Laplace transform"},{"id":"685ecca179e240a263f2ec20","name":"Sec 7.1:  Power series"},{"id":"685ecca479e240a263f2ec48","name":"Sec 7.2:  Series solutions of linear second order ODEs"},{"id":"685ecca679e240a263f2ec88","name":"Sec 7.3:  Singular points and the method of Frobenius"},{"id":"685ecca779e240a263f2ec9a","name":"Sec 8.1:  Linearization, critical points, and equilibria"},{"id":"685ecca779e240a263f2ecaa","name":"Sec 8.2:  Stability and classification of isolated critical points"},{"id":"685ecca979e240a263f2ecb8","name":"Sec 8.3:  Applications of nonlinear systems"},{"id":"685eccaa79e240a263f2ecc8","name":"Sec 8.4:  Limit cycles"},{"id":"685eccaa79e240a263f2ecde","name":"Sec 8.5: Chaos"},{"id":"685eccaa79e240a263f2ecee","name":"Sec A.1:  Vectors, mappings, and matrices"},{"id":"685eccac79e240a263f2ed00","name":"Sec A.2: Matrix algebra"},{"id":"685eccad79e240a263f2ed1e","name":"Sec A.3: Elimination"},{"id":"685eccaf79e240a263f2ed3e","name":"Sec A.4:  Subspaces, dimension, and the kernel"},{"id":"685eccb079e240a263f2ed52","name":"Sec A.5: Inner product and projections"},{"id":"685eccb179e240a263f2ed64","name":"Sec A.6:  Determinant"}]}}