qphi | R Documentation |
Quantile of phi-divergence statistic under the null hypothesis.
qphi(
p,
M,
k0,
k1,
s = 2,
t = 30,
onesided = FALSE,
method = "ecc",
ei = NULL,
err_thr = 1e-04
)
p |
- a scalar left probability that defines the quantile. |
M |
- correlation matrix of input statistics (of the input p-values). |
k0 |
- search range starts from the k0th smallest p-value. |
k1 |
- search range ends at the k1th smallest p-value. |
s |
- the phi-divergence test parameter. |
t |
- numerical truncation parameter. |
onesided |
- TRUE if the input p-values are one-sided. |
method |
- default = "ecc": the effective correlation coefficient method in reference 2. "ave": the average method in reference 3, which is an earlier version of reference 2. The "ecc" method is more accurate and numerically stable than "ave" method. |
ei |
- the eigenvalues of M if available. |
err_thr |
- the error threshold. The default value is 1e-4. |
Quantile of the phi-divergence statistics.
1. Hong Zhang, Jiashun Jin and Zheyang Wu. "Distributions and power of optimal signal-detection statistics in finite case", IEEE Transactions on Signal Processing (2020) 68, 1021-1033 2. Hong Zhang and Zheyang Wu. "The general goodness-of-fit tests for correlated data", Computational Statistics & Data Analysis (2022) 167, 107379 3. Hong Zhang and Zheyang Wu. "Generalized Goodness-Of-Fit Tests for Correlated Data", arXiv:1806.03668.
stat.phi
for the definition of the statistic.
qphi(p=.95, M=diag(10), k0=1, k1=5, s=2, onesided=FALSE)
qphi(p=1-1e-3, M=diag(10), k0=1, k1=5, s=2, onesided=FALSE)
qphi(p=1-1e-3, M=diag(10), k0=1, k1=5, s=2, onesided=FALSE, err_thr = 1e-6)
qphi(p=1-1e-5, M=diag(10), k0=1, k1=5, s=2, onesided=FALSE)
qphi(p=1-1e-5, M=diag(10), k0=1, k1=5, s=2, onesided=FALSE, err_thr = 1e-6)
qphi(p=1-1e-5, M=diag(10), k0=1, k1=5, s=2, onesided=FALSE, err_thr = 1e-8)
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