Category:Definitions/Second Order ODEs

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This category contains definitions related to Second Order ODEs.
Related results can be found in Category:Second Order ODEs.

A second order ordinary differential equation is an ordinary differential equation in which any derivatives with respect to the independent variable have order no greater than $2$.

Also see

Category:Definitions/First Order ODEs

Subcategories

This category has the following 16 subcategories, out of 16 total.

A

Definitions/Airy's Equation‎ (1 C, 6 P)
Definitions/Auxiliary Equations‎ (3 P)

B

Definitions/Bessel Functions‎ (7 C, 19 P)
Definitions/Bessel's Equation‎ (2 C, 6 P)
Definitions/Bessel's Modified Equation‎ (4 P)

C

Definitions/Chebyshev's Differential Equation‎ (3 P)

E

Definitions/Equations of Motion‎ (1 P)

H

Definitions/Hermite's Differential Equation‎ (1 P)
Definitions/Hypergeometric Differential Equations‎ (2 P)

L

Definitions/Laguerre's Differential Equation‎ (1 C, 2 P)
Definitions/Legendre's Associated Differential Equation‎ (1 P)
Definitions/Legendre's Differential Equation‎ (2 C, 6 P)
Definitions/Linear Second Order ODEs‎ (1 C, 10 P)

M

Definitions/Mathieu's Equation‎ (1 P)
Definitions/Modified Bessel Functions‎ (1 C, 8 P)

V

Definitions/Van der Pol's Equation‎ (4 P)

Pages in category "Definitions/Second Order ODEs"

The following 24 pages are in this category, out of 24 total.

A

B

C

E

Definition:Equation of Motion

H

L

M

S

V

Definition:Van der Pol's Equation

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