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Definition of Signal-to-noise ratio
1. Noun. The ratio of signal intensity to noise intensity.
Definition of Signal-to-noise ratio
1. Noun. (science) A figure of merit comparing the strength of a signal carrying information to the noise interfering with it. ¹
2. Noun. (colloquial) A way of describing how much interesting information is included in a message or conversation. ¹
¹ Source: wiktionary.com
Medical Definition of Signal-to-noise ratio
1.
Lexicographical Neighbors of Signal-to-noise Ratio
Literary usage of Signal-to-noise ratio
Below you will find example usage of this term as found in modern and/or classical literature:
1. Journal of the American Chemical Society by American Chemical Society (1879)
"The lamp was changed only when a reduction of signal-to-noise ratio in the ...
Consequently, the optimization of resolution and signal-to-noise ratio were ..."
2. Getting Started with the SAS 9.1 Adx Interface for Design of Experiments by Institute SAS Institute, SAS Institute (Carolina del Norte), Sas Institute (2004)
"S/N: Nominal the Best: The "Nominal-the-best" signal-to-noise ratio, which
increases as the response mean gets closer to a user-specified target and ..."
3. Operative Gynecologic Laparoscopy: Principles and Techniques by Camran Nezhat (2000)
"The signal-to-noise ratio is a measurement that differentiates between video ...
The higher the signal-to-noise ratio, the better the detail at the edge and ..."
4. Volcanic Ash and Aviation Safety: Proceedings of the First International edited by T. J. Casadevall (1995)
"The volumetric signal-to-noise ratio equation is given by: ... The signal-to-noise
ratio was calculated as a function of detection range for the four radar ..."
5. Model Selection by Parhasarathi Lahiri (2001)
"Then the signal-to-noise ratio is defined as E[MSC(5) ... AIC has a weak
signal-to-noise ratio (see, eg, McQuarrie and Tsai 1998) and hence it tends to ..."
6. An Assessment Of Potential Health Effects From Exposure To Pave Paws Low by Brer, National Research Council (U.S.) (2005)
"For signals that are coherent in space, the signal-to-noise ratio grows as the
square root of the number of events in parallel with respect to random noise. ..."