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For this reason, they are attractive for the analysis of complex boundary value problems comprising large computational domains.
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To be precise, the Lidstone boundary value problem comprises an 2m th order differential equation and the Lidstone boundary conditions y ( 2 k ) ( 0 ) = a k, y ( 2 k ) ( 1 ) = b k, 0 ≤ k ≤ m − 1. (1.3).
To be precise, the Lidstone boundary value problem comprises an even order (2m th order) differential equation and the Lidstone boundary conditions y ( 2 k ) ( 0 ) = a k, y ( 2 k ) ( 1 ) = b k, 0 ≤ k ≤ m - 1. (1.3).
Boundary value problems with integral boundary conditions constitute a very interesting and important class of problems.
Boundary Value Problems.
The periodic boundary value problems (1).
The singular boundary value problems (1.1).
Boundary Value Problems (Impact Factor 1.05).
When (k=0), the three-point boundary value problems degenerate to two-point boundary value problems.
Many authors considered the biharmonic boundary value problem or the fourth-order elliptic boundary value problems.
We present a suite of Mathematica-based computer-algebra packages, termed "Kranc", which comprise a toolbox to convert certain (tensorial) systems of partial differential evolution equations to parallelized C or Fortran code for solving initial boundary value problems.
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