Z and T score to probability in python3












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I'm developing a basic calculator that will take some data and return the Z and T scores, now, I need to check this values against the T and Z tables, however, the only idea i get, is to use 2D array, and recreate the same lists that any person would use to calculate them, but that would mean loading a big table into the memory, is there any function i could use?










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    I'm developing a basic calculator that will take some data and return the Z and T scores, now, I need to check this values against the T and Z tables, however, the only idea i get, is to use 2D array, and recreate the same lists that any person would use to calculate them, but that would mean loading a big table into the memory, is there any function i could use?










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      I'm developing a basic calculator that will take some data and return the Z and T scores, now, I need to check this values against the T and Z tables, however, the only idea i get, is to use 2D array, and recreate the same lists that any person would use to calculate them, but that would mean loading a big table into the memory, is there any function i could use?










      share|improve this question














      I'm developing a basic calculator that will take some data and return the Z and T scores, now, I need to check this values against the T and Z tables, however, the only idea i get, is to use 2D array, and recreate the same lists that any person would use to calculate them, but that would mean loading a big table into the memory, is there any function i could use?







      python-3.x probability






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      asked Nov 22 '18 at 22:19









      Fred O.Fred O.

      114




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          I am assuming you want to convert the Z and T scores to p-values of the corresponding distributions, the z-distribution and the t-distribution. To do so you can use the following survival functions from the library 'scipy.stats':





          1. For the Z score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.norm.sf(abs(Z))



          2. For the T score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.t.sf(abs(T))







          share|improve this answer
























          • Have a question, shouldnt i need to input the degrees of freedom?

            – Fred O.
            Nov 27 '18 at 1:14











          • No, these tests do not have degrees of freedom. As for the 'abs()' (the absolute value), I wrote a comment yesterday but I do not see it anymore. For simplicity, yes, keep the absolute value and avoid differentiating between positive and negative values. Such distributions are symmetric.

            – DavidPM
            Nov 27 '18 at 8:41











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          I am assuming you want to convert the Z and T scores to p-values of the corresponding distributions, the z-distribution and the t-distribution. To do so you can use the following survival functions from the library 'scipy.stats':





          1. For the Z score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.norm.sf(abs(Z))



          2. For the T score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.t.sf(abs(T))







          share|improve this answer
























          • Have a question, shouldnt i need to input the degrees of freedom?

            – Fred O.
            Nov 27 '18 at 1:14











          • No, these tests do not have degrees of freedom. As for the 'abs()' (the absolute value), I wrote a comment yesterday but I do not see it anymore. For simplicity, yes, keep the absolute value and avoid differentiating between positive and negative values. Such distributions are symmetric.

            – DavidPM
            Nov 27 '18 at 8:41
















          0














          I am assuming you want to convert the Z and T scores to p-values of the corresponding distributions, the z-distribution and the t-distribution. To do so you can use the following survival functions from the library 'scipy.stats':





          1. For the Z score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.norm.sf(abs(Z))



          2. For the T score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.t.sf(abs(T))







          share|improve this answer
























          • Have a question, shouldnt i need to input the degrees of freedom?

            – Fred O.
            Nov 27 '18 at 1:14











          • No, these tests do not have degrees of freedom. As for the 'abs()' (the absolute value), I wrote a comment yesterday but I do not see it anymore. For simplicity, yes, keep the absolute value and avoid differentiating between positive and negative values. Such distributions are symmetric.

            – DavidPM
            Nov 27 '18 at 8:41














          0












          0








          0







          I am assuming you want to convert the Z and T scores to p-values of the corresponding distributions, the z-distribution and the t-distribution. To do so you can use the following survival functions from the library 'scipy.stats':





          1. For the Z score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.norm.sf(abs(Z))



          2. For the T score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.t.sf(abs(T))







          share|improve this answer













          I am assuming you want to convert the Z and T scores to p-values of the corresponding distributions, the z-distribution and the t-distribution. To do so you can use the following survival functions from the library 'scipy.stats':





          1. For the Z score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.norm.sf(abs(Z))



          2. For the T score:



            # one-sided (multiply by 2 if two-sided)
            p_value = scipy.stats.t.sf(abs(T))








          share|improve this answer












          share|improve this answer



          share|improve this answer










          answered Nov 23 '18 at 0:58









          DavidPMDavidPM

          33519




          33519













          • Have a question, shouldnt i need to input the degrees of freedom?

            – Fred O.
            Nov 27 '18 at 1:14











          • No, these tests do not have degrees of freedom. As for the 'abs()' (the absolute value), I wrote a comment yesterday but I do not see it anymore. For simplicity, yes, keep the absolute value and avoid differentiating between positive and negative values. Such distributions are symmetric.

            – DavidPM
            Nov 27 '18 at 8:41



















          • Have a question, shouldnt i need to input the degrees of freedom?

            – Fred O.
            Nov 27 '18 at 1:14











          • No, these tests do not have degrees of freedom. As for the 'abs()' (the absolute value), I wrote a comment yesterday but I do not see it anymore. For simplicity, yes, keep the absolute value and avoid differentiating between positive and negative values. Such distributions are symmetric.

            – DavidPM
            Nov 27 '18 at 8:41

















          Have a question, shouldnt i need to input the degrees of freedom?

          – Fred O.
          Nov 27 '18 at 1:14





          Have a question, shouldnt i need to input the degrees of freedom?

          – Fred O.
          Nov 27 '18 at 1:14













          No, these tests do not have degrees of freedom. As for the 'abs()' (the absolute value), I wrote a comment yesterday but I do not see it anymore. For simplicity, yes, keep the absolute value and avoid differentiating between positive and negative values. Such distributions are symmetric.

          – DavidPM
          Nov 27 '18 at 8:41





          No, these tests do not have degrees of freedom. As for the 'abs()' (the absolute value), I wrote a comment yesterday but I do not see it anymore. For simplicity, yes, keep the absolute value and avoid differentiating between positive and negative values. Such distributions are symmetric.

          – DavidPM
          Nov 27 '18 at 8:41




















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