Search Results - "equator"
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Differential equations theory, technique, and practice
Published 2015Table of Contents: “…What Is a Differential Equation? -- 2. Second-Order Linear Equations -- 3. …”
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Differential equations theory, technique, and practice with boundary value problems
Published 2016Table of Contents: “…What Is a Differential Equation? -- Second-Order Linear Equations -- Power Series Solutions and Special Functions -- Numerical Methods -- Fourier Series: Basic Concepts -- Sturm-Liouville Problems and Boundary Value Problems -- Partial Differential Equations and Boundary Value Problems -- Laplace Transforms -- Systems of First-Order Equations -- The Nonlinear Theory…”
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Differential equations with boundary-value problems
Published 2013Table of Contents: “…Introduction to differential equations. -- 2. First-order differential equations. -- 3. …”
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Differential equations Theory,technique,and practice
Published 2007Subjects: “…Differential equations textbooks…”
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Differential equations graphics, models and data
Published 1999Subjects: “…Differential equations…”
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Following the Equator
Published 2005Subjects: “…Equator -- Description and travel…”
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Differential equations with MATLAB exploration, applications, and theory
Published 2015Subjects: “…Differential equations…”
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Ordinary differential equations an introduction to the fundamentals
Published 2016Table of Contents: “…The Basics -- The starting point: basic concepts and terminology -- Integration and differential equations -- II. First-Order Equations -- Some basics about first-order equations -- Separable first-order equations -- Linear first-order equations -- Simplifying through substitution -- The exact form and general integrating factors -- Slope fields: graphing solutions without the solutions -- Euler's numerical method -- The art and science of modeling with first-order equations -- III. …”
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Applied differential equations the primary course
Published 2015Table of Contents: “…"Applied Differential Equations: The Primary Course presents a contemporary treatment of ordinary differential equations, including their applications in engineering and the sciences. …”
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