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standard normal cumulative distribution function  (MathWorks Inc)


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    MathWorks Inc standard normal cumulative distribution function
    Standard Normal Cumulative Distribution Function, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/product/cumulative+normal+distribution+function/pm36563601-84-12-18
    Average 90 stars, based on 1 article reviews
    standard normal cumulative distribution function - by Bioz Stars, 2026-10
    90/100 stars

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    Article Title: Innate face detectors in the nidopallium of young domestic chicks
    Article Snippet: For the SVM trained on the consecutive time segments within the trial range, the significant threshold for the prediction accuracy has been estimated based on the 95% confidence interval calculated for proportional data as Zscore , where Pm is the proportion of correct predictions, Ntot is the total number of predictions, and Zscore is the inverse of the standard normal cumulative distribution function (“norminv” function in Matlab) evaluated at the probability values of 0.025 (for a two-tailed test).

    Article Title: Augmenting hippocampal–prefrontal neuronal synchrony during sleep enhances memory consolidation in humans
    Article Snippet: To test this, we used the binomial cumulative distribution function (binocdf, MATLAB, MathWorks) to assess the probability of our data (observing superior performance on intervention night relative to undisturbed night for 6/6 participants), against the null hypothesis that the probability for each participant to have superior performance on stimulation nights is 0.5.

    Article Title: Neural coding of multiple motion speeds in visual cortical area MT
    Article Snippet: As a measure of discriminability between bi-speed stimuli and the corresponding single-speed stimulus, we calculated the discriminability index d′ = norminv (hit rate) – norminv( false alarm rate). norminv is a MATLAB function that calculates the inverse of the normal cumulative distribution function, with the mean and SD set to 0 and 1, respectively.

    Article Title: Differences in the functional brain architecture of sustained attention and working memory in youth and adults.
    Article Snippet: Hypergeometric cumulative distribution function To assess whether the overlap of the edges of different predictive networks was statistically significant, we calculated the probability of the overlap being due to chance using the hypergeometric cumulative distribution function implemented in MATLAB (www.mathworks.com).

    Article Title: Neuronal responses in mouse inferior colliculus correlate with behavioral detection of amplitude-modulated sound.
    Article Snippet: Amplitude modulation (AM) is a common feature of natural sounds, including speech and animal vocalizations.. Here, we used operant conditioning and in vivo electrophysiology to determine the AM detection threshold of mice as well as its underlying neuronal encoding.. Mice were trained in a Go-NoGo task to detect the transition to AM within a noise stimulus designed to prevent the use of spectral side-bands or a change in intensity as alternative cues.

    Article Title: Deciphering response dynamics and treatment resistance from circulating tumor DNA after CAR T-cells in multiple myeloma
    Article Snippet: We performed this using the right-hand portion of the binomial cumulative distribution function ‘binocdf’ in MATLAB, with minimization using the ‘fmincon’ package.

    Article Title: Multimodal Temporal Pattern Discrimination Is Encoded in Visual Cortical Dynamics
    Article Snippet: The discriminability index ( d′ ) was calculated using the MATLAB function norminv , which returns the inverse of the normal cumulative distribution function, as follows: d ′ = norminv fraction of hits − norminv ( fraction of FAs ) .

    Article Title: Acquisition of auditory discrimination mediated by different processes through two distinct circuits linked to the lateral striatum
    Article Snippet: The cumulative probability against the proportion was calculated using the cumulative distribution function (cdfplot; MATLAB, MathWorks, Natick,



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