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The general theory of factorial analysis of continuous correspondance (FACC) is used to investigate the binary case of a continuous probability measure defined as:
T(x,y) = ayn + b, (x,y) ∈ D & n ∈ N
= 0, elsewhere
Where n ≥ 0, a and b are the parameters of this distribution, while the domain D is a variable trapezoidal inscribed in the unit square. The trapezoid depends on two parameters α and β.
This problem is solved....
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