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- Title
EXTREMAL POINTS FOR A (n, p)-TYPE RIEMANN-LIOUVILLE FRACTIONAL-ORDER BOUNDARY VALUE PROBLEMS.
- Authors
KRUSHNA, B. M. B.
- Abstract
The main objective of this work is to use the Krein{Rutman theorem to characterize extremal points for a (n; p)-type Riemann{Liouville fractional-order boundary value problem. The key premise is that a mapping from a linear, compact operator to its spectral radius, which depends on =, is continuous and strictly increasing as a function of =. A nonlinear problem is also treated as an application of the result for the linear case's extremal point.
- Subjects
BOUNDARY value problems; COMPACT operators; NONLINEAR equations; LINEAR operators; EXTREMAL problems (Mathematics)
- Publication
TWMS Journal of Applied & Engineering Mathematics, 2024, Vol 14, Issue 1, p247
- ISSN
2146-1147
- Publication type
Article