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Integrating over,, we have that (3.23).
By integrating over, (3.16) implies that (3.21).
By multiplying (1.1) by and integrating over, we get (2.14).
Multiplying (2.4) by and integrating over, we have.
Multiplying the equation with and integrating over, we have (3.4).
Multiplying (1.1) by and integrating over, we obtain (4.24).
Then, multiplying (1.5) by and integrating over, we have (1.12).
Multiplying (3.30) by and integrating over, we have (3.31).
Multiplying this by and then integrating over, we have (4.3).
Multiplying with, then integrating over, we obtain that (4.21).
The PDF of can be obtained by integrating over and.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com