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Nor is this a theoretical finding.
Numerical examples are presented to support the theoretical finding.
This theoretical finding explains statistical prevalence of homodimers in protein protein interaction networks reported earlier.
Our main theoretical finding is that if infectious diseases are particularly virulent or debilitating, growth- or development-traps are possible.
To illustrate the theoretical finding, numerical experiments are carried out for 4-dimensional parity problem and function approximation problem.
Based on this theoretical finding, we improve the MCC-KF technique in the sense that the new method possesses a better estimation quality with the reduced computational cost compared with the previously proposed MCC-KF variant.
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Numerical simulations corroborate the theoretical findings.
The numerical results support the theoretical findings.
Numerical results validate our theoretical findings.
The numerical results confirm our theoretical findings.
Computer simulations support our theoretical findings.
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