Amanote Research
Register
Sign In
Figure 8: Simulation Results for M = 1,000 Features, Considering the Global Null ${{\Rm{\pi }}_0} \Equiv 1$.
doi 10.7717/peerj.6035/fig-8
Full Text
Open PDF
Abstract
Available in
full text
Date
Unknown
Authors
Unknown
Publisher
PeerJ
Related search
Figure 4: Simulation Results for M = 1,000 Features and Normally-Distributed Independent Test Statistics.
Table 2: Simulation Results for M = 1,000 Features, 200 Runs for Each Scenario, Independent Test Statistics.
Figure 1: Distribution of Movements Up to 1,000 M.
The Congruence $2\sp{p-1}\equiv 1({\rm Mod}p\sp{2})$ for $P<100,000$
Mathematics of Computation
Computational Mathematics
Applied Mathematics
Number Theory
Algebra
Figure 5: Simulation Results for M = 10,000 Features and Normally-Distributed Independent Test Statistics.
Figure 7: Simulation Results for M = 1,000 Features and T-Distributed Independent Test Statistics Comparing Our Proposed Approach (BL) to the Storey Approach in Terms of FDR and TPR.
Figure 6: Simulation Results for M = 1,000 Features and Normally-Distributed Independent Test Statistics Comparing Our Proposed Approach (BL) to the Storey Approach in Terms of FDR and TPR.
A Hardy Type Inequality for $W^{m,1}_0(\Omega)$ Functions
Journal of the European Mathematical Society
Mathematics
Applied Mathematics
Figure 2: Distribution of Movements Over 1,000 M.