Sensory Systems and Communication in Arthropods 1990
DOI: 10.1007/978-3-0348-6410-7_45
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Interaction of Mechanoreceptor Systems as a Basis for Acoustic Communication in Insects

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Cited by 7 publications
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“…This technique is more computationally efficient but also known to be less reliable than the traditional approach involving QR factorization [85]. Computation of the Cholesky decomposition of matrices that are poorly scaled are often required by the LOBPCG method and so, it is crucial to either use a Cholesky decomposition that is numerically invariant with respect to matrix scaling, or to scale the columns of such matrices 22 before performing the factorization [86]. In addition, our experience has been that numerical noise or round off errors (arising from the transform based matrix-vector product computations, for instance) can sometimes cause the Cholesky factorization or the Raleigh-Ritz procedure to become unstable.…”
Section: Implementation Detailsmentioning
confidence: 99%
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“…This technique is more computationally efficient but also known to be less reliable than the traditional approach involving QR factorization [85]. Computation of the Cholesky decomposition of matrices that are poorly scaled are often required by the LOBPCG method and so, it is crucial to either use a Cholesky decomposition that is numerically invariant with respect to matrix scaling, or to scale the columns of such matrices 22 before performing the factorization [86]. In addition, our experience has been that numerical noise or round off errors (arising from the transform based matrix-vector product computations, for instance) can sometimes cause the Cholesky factorization or the Raleigh-Ritz procedure to become unstable.…”
Section: Implementation Detailsmentioning
confidence: 99%
“…22 We are grateful to Andrew Knyazev (Mitsubishi Electric Research Laboratories) for his consistent support and suggestions during our implementation of LOBPCG, and in particular, for pointing out the stability issues related to Cholesky factorization. [86]. In addition, our experience has been that numerical noise or round off errors (arising from the transform based matrix-vector product computations, for instance) can sometimes cause the Cholesky factorization or the Raleigh-Ritz procedure to become unstable.…”
Section: Implementation Detailsmentioning
confidence: 99%
“…Recent calculations carried out by Knyazev confirm the importance of properly accounting for the energy dependence of the energy transfer parameters in thermal reaction systems. 37 …”
Section: Steady-state Unimolecular Reactionmentioning
confidence: 99%
“…As a support (imitation of substratum) a light styrofoam ball was used (the "trackball" method [12]). The experimental chamber was preliminarily heated to the temperature of 26°C, as it is at this temperature that crickets were kept in the laboratory.…”
Section: Methodsmentioning
confidence: 99%