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Exact(17)
Hence, BVP (1) has infinitely many classical solutions.
Applying Theorem 3.1, IBVP (4.1) has infinitely many classical solutions.
Then IBVP (1.1) has infinitely many classical solutions.
Moreover, and the impulsive functions are odd about, then IBVP (1.1) has infinitely many classical solutions.
There are many classical solutions, such as maximum likelihood and the moment method.
We will prove that equation (1) has at least two classical solutions and infinitely many classical solutions under different conditions.
Similar(43)
In [44] we announce analogical results for ((3+1))-D equations of Keldysh type in a more general case (0< m<4/3) and claim the existence of infinitely many classical smooth solutions of the ((3+1))-D homogeneous problem (mathit {PK}^{ast}).
Then the problem (P) has infinitely many nonzero classical solutions.
The existence of a global solution has many classical results to the problem [9 13].
Analysis of properties and dynamics of solutions of RODEs may be performed pathwise by standard analysis techniques, bearing in mind that the low smoothness of the solutions limits the applicability of many classical results, such as Taylor's theorem.
Many classical numerical schemes rely on the application of strict meshing structures to generate accurate solutions, which in some applications are an infeasible constraint.
More suggestions(15)
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