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Existence of solutions is derived under consistency and regularity of the initial data.
Local and global existence of solutions, dependence on initial data and parameters.
Existence of solutions for the optimal control problem is proven.
We prove the existence of solutions for the Riccati equations associated with games with simple dynamics.
Further, we study the existence of solutions for fractional stochastic semilinear differential equations with nonlocal conditions.
We obtain the existence of solutions in.
Hence, the existence of solutions is proved.
First, we prove the existence of solutions.
Then we prove the existence of solutions.
We begin with the local existence of solutions to (1.1).
Existence of solutions in DS r again follows from [9].
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