Distribution Law of the Blood Pressure Estimation Based on Sufficient Statistics

A description of the distribution law of blood pressure estimation is proposed. Blood pressure estimation is based on the sufficient statistics of the variation series of a small sample consisting of three dimensions. Two approximations of the blood pressure estimation distribution law based on a linear and exponential description of the pressure dependence on time are obtained. According to the Table 1, the null hypothesis can be accepted at this significance level, so it could be seen that both of the distribution laws could be used for blood pressure estimation description.