Examples of using Random noise in English and their translations into Chinese
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The sounds don't seem to be coded, just random noise.
The random noise vn(t) has a Gaussian(normal) distribution.
So, all 50 explanatory variables are random noise as well.
This process can prevent random noise or other disturbance signal awakens the“key”, extend battery life.
Okay, so,you are saying we can easily fool a network by adding random noise.
The problem is that there's plenty of random noise in competitive strategic decisions.
But these models are often computationally intensive andproduce a lot of random noise.".
Use non-conventional train/test splits and add random noise to evaluate your generalization power.
As it happens, I don't like that term-the only truly unstructured data is random noise.
If you have an unconnected analog pin,it might pick up random noise from the surrounding environment.
Information theory teaches us thatcompressed data is statistically similar to random noise;
Random noise in digital images is manifested by spurious pixels having unusually high or low intensity values.
We design a system, based on deep learning,for generating unique but realistic sequences from random noise.
Also, we can add some random noise in correlated variable so that the variables become different from each other.
Use of Forward Error Correction(FEC) limits the impact of random noise on long-distance links.
Also, we can add some random noise in correlated variable so that the variables become different from each other.
Unfortunately, sharpening convolutionfilters have the undesirable effect of enhancing random noise in digital images.
It reduces random noise that exists in raw variables- similar to averaging and yes, you lose some information here.
They also provide security in that the signals appear as though they were random noise to unauthorized earth stations.
Again, we are regressing random noise, there is absolutely no relationship in it, but still we find a significant model with 7 significant parameters.
Specialized convolution kernels, often termed smoothing filters,are very useful in reducing random noise in digital images.
Random noise can be a decent regulariser, it can even improve performance in some settings(this technique is called label smoothing or soft labels).
This data is thenprocessed to remove various types of coherent and random noise, leaving just the primary signal of interest.
As such, it reduces the risk of overfitting as well as the Rademacher complexity of the model,i.e. its ability to fit random noise.
To augment the sound attenuation,and ensure further enhanced security, random noise is produced inside the box once it is closed and activated.
But as the number of values increases,the probability associated with each value gets smaller and the effect of random noise increases.
From some starting point(e.g. random noise, or the content image itself), the pastiche image is progressively refined until these requirements are met.
As such, it reduces the risk of overfitting as well as the Rademacher complexity of the model,i.e. its ability to fit random noise.
Even the best test andmeasurement instruments can possess manufacturing imperfections, random noise, and long-term drift that can cause measurement errors.
This phenomenon is qualitatively unaffected by explicit regularization,and occurs even if we replace the true images by completely unstructured random noise.