Search Results - "KOLLURU, M. S"
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Novel totally self-checking Berger code checker designs based on generalized Berger code partitioning
Published in IEEE transactions on computers (01-08-1993)“…Totally self-checking (TSC) Berger code checker designs are presented. The generalized Berger check partitioning is derived. It is proven that a TSC Berger…”
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Error correcting codes over Z2m for algorithm-based fault tolerance
Published in IEEE transactions on computers (1994)Get full text
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Thyristor-controlled voltage regulators for critical induction motor loads during voltage disturbances
Published in IEEE transactions on energy conversion (01-03-1993)“…The transient stability of a critical induction machine load group during momentary as well as continuing voltage sags can be enhanced by using a fast-response…”
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Journal Article Conference Proceeding -
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Error correcting codes over Z/2(m/) for algorithm-based fault tolerance
Published in IEEE transactions on computers (01-03-1994)“…Algorithm-based fault tolerance is a scheme of low-cost error protection in real-time digital signal processing environments and other computation-intensive…”
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Journal Article -
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Error correction codes over Z sub(2m) for algorithms-based fault tolerance
Published in IEEE transactions on computers (01-01-1994)“…Algorithm-based fault tolerance is a scheme of low-cost error protection in real-time digital signal processing environments and other computation-intensive…”
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Journal Article -
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Construction of Improved Geometric Goppa Codes from Klein Curves and Klein-like Curves
Published in Applicable algebra in engineering, communication and computing (01-07-2000)“…Linear error-correcting codes, especially Reed-Solomon codes, find applications in communication and computer memory systems, to enhance their reliability and…”
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Journal Article -
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Efficient multiple undirectional byte error-detecting codes for computer memory systems
Published in [1992] Digest of Papers. FTCS-22: The Twenty-Second International Symposium on Fault-Tolerant Computing (1992)“…A novel method of construction of more efficient codes, which can detect t unidirectional byte errors or all unidirectional bit errors (t-UbED/AUED), is…”
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Conference Proceeding