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At the same time, digital audio recording also uses what is known as Boolean algebra and De Morgan's Theorem. Boolean algebra is when you are combining various binary codes and signals. De Morgan's Theorem is when you are complimenting various expressions in Boolean algebra, to more accurately represent the sound that is being heard. In digital recording, these two methods allow the various binary codes to be utilized, to specifically identify the different influxes in the various sounds. While, at the same time being able to provide, a more accurate recording of: the different noises. This is because you were able to combine the various formulas, to accurately reflect various sounds. Once this takes places, it means that actual audio recording that is being heard on the digital recorder; will more precisely reflect the various sounds that someone will hear. This is because the binary code and the Boolean algebra / De Morgan Theorem, are helping to precisely record the various inflections that...
At which point, the overall amounts of sound quality will improve dramatically, as this device will capture the actual ranges vs. The overall wave of the sounds. (Pohlmann, n.d. )
Clearly, digital recording is changing the way that everyone listens to and records various sounds. This is because it uses: binary codes, Boolean algebra and De Morgan's Theorem to accurately record the range of different noises being heard. As a result, the overall quality of the recording is more accurate as it will capture the specific sounds vs. The underlying wave. Once this take place, it means that you will be able to more accurately hear what was being recorded. As the digital recorder will reflect the various sounds; that are being heard in comparison with other devices. In many ways, one could argue that this is why this new technology has become so popular over the last several years.
Bibliography
Pohlmann, K. (n.d.). Principals of Digital Audio.
Bibliography
Pohlmann, K. (n.d.). Principals of Digital Audio.
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