Boundary Value Problems/Lesson 2

Boundary Value Problems

--First Order Differential Equation -- If the function $F(t,y)$ is continuous in the variable $t\in \{t_{0}-\delta ,t_{0}+\delta \}$ and uniformly Lipschitz in the variable $y$ ${\frac {dy(t)}{dt}}=F(t,y(t))$

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