trial-and-error
It might well begin by correcting the spelling error in this question. Specifically, changing the spelling "it's" to the correct possessive for "its".
Positive zero error means, instead showing zero it shows some value more than zero. Hence positive. Suppose if it shows some reading say 0.03 units. then while correcting we have to subtract the above from the observed reading. So correction is adding negative error.
Error propagation in numerical analysis is just calculating the uncertainty or error of an approximation against the actual value it is trying to approximate. This error is usually shown as either an absolute error, which shows how far away the approximation is as a number value, or as a relative error, which shows how far away the approximation is as a percentage value.
l would be too small and so the period would be too small.
Error-Correcting Code or EEC
Error-correcting code for long burst errors is so complex that it is a inefficient means of error correction...
L. Calabi has written: 'Basic properties of error-correcting codes' -- subject- s -: Error-correcting codes - Information theory -
cyclic error-correcting codes
2t+1
proof reading
1)Time taken to error correcting is less than doing detection and retransmission. Bandwidth use will be less. 2) In detection and retransmission if back messaging occurs the bandwidth will be more
Error correcting ram. Expensive but your ram will never go bad
1)Time taken to error correcting is less than doing detection and retransmission. Bandwidth use will be less. 2) In detection and retransmission if back messaging occurs the bandwidth will be more
S. Lin has written: 'An introduction to error-correcting codes'
ECC- error-correcting code
Gui-Liang Feng has written: 'New double-byte error-correcting codes for memory systems' -- subject(s): Error correcting codes, Memory (Computers), Decoding, Theorem proving, Computer systems performance