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A differential equation contains one or more terms involving derivatives of one variable (the dependent variable, y) with respect to another variable (the independent variable, x)

- Advanced Engineering Mathematics byCall Number: 510.2462 KREISBN: 0471858242Publication Date: 1988-01-01

- by: Richard Bronson, Ph.D., Gabriel B. Costa, Ph.D.
- by: Frank Ayres Jr., PhD, Elliott Mendelson, PhD

Ordinary Differential Equations of the First Order:

- Geometrical Considerations
- Isoclines
- Separable Equations
- Equations Reducible to Separable Form
- Exact Differential Equations
- Integrating Factors
- Linear First-Order Differential Equations
- Variation of Parameters
- Ordinary Linear Differential Equations

Homogeneous Linear Equations of the Second Order:

- Homogeneous Second-Order Equations with Constant Coefficients
- General Solution
- Real Roots
- Complex Roots
- Double Root of the Characteristic Equation, Differential Operators
- Cauchy Equation
- Homogeneous Linear Equations of Arbitrary Order
- Homogeneous Linear Equations of Arbitrary Order with Constant Coefficients
- Non-homogeneous Linear Equations
- Modeling of Electrical Circuits
- Systems of Differential Equations
- Series Solutions of Differential Equations

Partial Differential Equations:

- Method of Separation of variables
- Wave
- Heat equations
- Laplace equations
- Heat & Laplace equations solutions by Fourier series method.

- by Tráng, Lê Dung

Date Published May 2010 - by Collins, Peter J.

Date Published September 2006 - by Greenberg, Michael D.

Date Published May 2014

Pages 549 - by Neckel, Tobias Rupp, Florian

Date Published: 2013 - by Hillen, Thomas Leonard, I.E. van Roessel, Henry

Date Published: 2014