Category:First Order ODEs
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This category contains results about First Order ODEs.
Definitions specific to this category can be found in Definitions/First Order ODEs.
A first order ordinary differential equation is an ordinary differential equation in which any derivatives with respect to the independent variable have order no greater than $1$.
Subcategories
This category has the following 12 subcategories, out of 12 total.
Pages in category "First Order ODEs"
The following 15 pages are in this category, out of 15 total.
F
- First Order ODE in form y' = F ((a x + b y + c) over (d x + e y + f))
- First Order ODE in form y' = F ((a x + b y + c) over (d x + e y + f)) where a e = b d
- First Order ODE in form y' = F ((a x + b y + c) over (d x + e y + f)) where a e = b d/Formulation 1
- First Order ODE in form y' = F ((a x + b y + c) over (d x + e y + f)) where a e = b d/Formulation 2
- First Order ODE in form y' = f (a x + b y + c)
- Fundamental Solution to Reduced Linear First Order ODE with Constant Coefficients