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It was found that under triaxial constraint interfacial cavitation followed by multiple crazing and subsequently massive shear yielding of the matrix contributed to an enormous toughening effect in core-shell microstructures observed in 0.92%-maleated blend (0.74% in Part I paper [Wong SC, Mai Y-W. Polymer, 1999 40 1553], should be 0.92% as corrected in this paper).
Errors that arise from imaging heterogeneous, high porosity materials using OCT have been observed, predicted and corrected in this paper by recourse to a ray tracing approach.
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In order to present the results correctly moving forward, the data have now been corrected in the paper which appears in this issue and are represented in the Tables following (see below).
The rotation radius was kept as close to 15 cm as possible; however if deviation from 15 cm, the uptake ratio was corrected using a linear equation described in an earlier publication [ 23] rendering a corrected ratio (in this paper referred to as the "uptake").
The faults are corrected first in this paper and then an extended method is put forward for acquiring cryptographically strong S-boxes.
We correct this error in this paper by not weighting results by country population.
We intend to correct this imbalance in this paper, by reporting our novel findings on the numerical ability of the honeybee.
At the same time, the theorems in one of our published articles are corrected by another theorem in this paper.
This corrected kriging variance, considered in this paper, is given by (1) The design ξ* that minimizes criterion M E K (1) is called empirical kriging (EK -optimal in 9; sEK -optimalfor another crinerion, which is similar in spirit.
The correct spelling is now displayed above and has been corrected in the issue version of the paper (this issue).
This is a performance penalty incurred by the sub-optimal erasure correcting code used in this paper.
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