Abstract
The talk shall be presented in English. Contents of the subject will cover the basic ideas and concepts of statistical geometry initiated by the speaker using xyz coordinates and polar coordinates (radial lines and angles) to create random lines and random angles for purpose of measuring the sizes of any targeted Euclidean object. Then extended from the previous talk on statistical geometry, this time we will see on complicated examples of irregular Euclidean objects where there is no mathematical answer to measurement problem about the object, the creation of random lines and random angles are easy and liberal that help to give answer to the measurement problem as accurate as desired statistically with sampling procedures. And even more, we will also see mystical statistical properties in form of probability terms regarding measurement of Euclidean objects.