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In collaboration with his brilliant student John Henry Whitehead, Veblen extended the knowledge of the Riemann metric for more general cases in The Foundations of Differential Geometry (1932).
It holds for more general cases.
The approach can easily be extended to more general cases.
For more general cases, the analysis is tractable.
This paper laid the foundation for more general cases.
Our results extend some known results to more general cases.
Some algorithms for more general cases are examined and complexity results derived.
The result is also extended to more general cases where the system matrices contain uncertain parameters.
The BEM solutions are further used for more general cases including inclined porous plates.
More general cases of coupled one- and two-dimensional subsystems are then considered.
In more general cases, the system produces incorrect results in the case of prediction.
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