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The percentage of bandwidth expansion can be calculated as, where MHz is the bandwidth of the pulse.
Bandwidth expansion can be achieved by using an L×M linear transform matrix F such that (frac {L}{M}=b), which maps a vector of M consecutive quantization error samples ε to an L-dimensional channel sample vector.
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But expansion can be costly.
Therefore, the bandwidth utilization can be improved.
In areas of low bandwidth, reports can be set up to be sent automatically via email.
The bandwidth consumption can be astronomical.
"Bandwidth can be wide open or a soda straw.
Computer network bandwidth can be viewed as a limited resource.
In addition, moving large amounts of data requires extensive bandwidth, and this can be expensive.
"This is better than restricting websites with high bandwidth requirements, which can be frustrating for users," according to Brown.
The bandwidth can be defined and monitored during the whole necking evolution.
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