Lectures:
1st Basic concepts of the theory of errors and adjustment, the probability
2nd Random quantities, characteristics of random quantities
3rd Distribution of random quantities, alternative, binomial, normal
4th Errors of easurements and their classification
5th Standard deviation, analysis of precision, critical error
6th The law of error propagation, the real error equation quantities measured, mean square error equation quantities measured, application of the law
7th Adjustment of method of least squares, principle of method
8th Adjustment of direct observations
9th Adjustment of pairs of measurements
10th Adjustment by elements, formulation of problems, normal equations
11th Solving normal equations
12th Standard deviation in adjustment by elements
Exercise:
Numerical examples in relation to individual lectures
1st Basic concepts of the theory of errors and adjustment, the probability
2nd Random quantities, characteristics of random quantities
3rd Distribution of random quantities, alternative, binomial, normal
4th Errors of easurements and their classification
5th Standard deviation, analysis of precision, critical error
6th The law of error propagation, the real error equation quantities measured, mean square error equation quantities measured, application of the law
7th Adjustment of method of least squares, principle of method
8th Adjustment of direct observations
9th Adjustment of pairs of measurements
10th Adjustment by elements, formulation of problems, normal equations
11th Solving normal equations
12th Standard deviation in adjustment by elements
Exercise:
Numerical examples in relation to individual lectures