"correct probability" is correct and usable in written English.
You can use it when referring to the likelihood that a given statement, guess, or answer is correct. For example, "I'm not sure if my answer is correct, but it has a high correct probability."
Fig. 10 Correct probability of coarse CFO estimation.
Fig. 11 Correct probability of coarse CFO estimation with different K.
Compared with "WCM + CoSaMP", the "FAWC + MFB-CoSaMP" improve the correct probability of coarse CFO estimation.
The so-called subjectivists think instead that there is no single, correct probability function \(p\) with which inquiry should begin.
Besides the improvement of correct probability, it looks like the smaller K (near the sparsity-level K=10) obtains better correct probability when CNR is relatively low (e.g., ρ≤−4 dB).
computes the key with the knowledge of and, then decrypt the ciphertext to get msgb; guesses directly with correct probability.
The memoryless property of N ∗(t) is what makes the multiplication of matrices give the correct probabilities for N t).
That is, what is the nature of the physical world that is responsible for the correct probabilities playing the successful role that they do play in the theory?
Whether a single-model or multiple-model method, it is difficult to achieve a short discrimination delay while maintaining high correct probabilities, due to the Q effect [2].
Due to the Q effect [2], it is difficult for both of the single-model and multiple-model methods to achieve a short discrimination delay while maintaining high correct probabilities.
Thus in both settings final mispricing should only depend on the participants' ability to estimate the correct probabilities.
