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Exact(29)
Let be a mild solution of (1.1), then (4.5).
A function is said to be a mild solution of (1.1) if satisfies (2.7).
A continuous process is said to be a mild solution of (1.1) if.
Let x be a mild solution (state function) of the fractional differential equation corresponding to the control u.
Let (x^{u}) be a mild solution of system (4.1) corresponding to a control (uin U_{ad}).
A stochastic process x is said to be a mild solution of (1) if the following conditions are satisfied.
Similar(31)
Then x + y is a mild solution of system (2).
Consequently, u* is a mild solution of the IVP (1.1).
The corresponding solution (x cdot,v)) is a mild solution of Eq. (2).
However, for t ≥ a, In conclusion, is a mild solution of equation (1.1) and.
One says that a continuous function is a mild solution of problem (6.1) if and (6..2).
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