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Let f : ℝ → X be a function, where ℝ is endowed with the Euclidean topology and X is an random 2-normed space equipped with random 2-norm ℱ.
The threshold parameters c j are in ascending order (c j + 1 ≥ c j ) where the variable ( {y}_i^ ) is defined by: {y}_i^={x}_i{beta}^{prime }+{varepsilon}_ikern0.72em {varepsilon}_isim Nleft[0,1right] (2 where x i represents the vector of the explanatory variables and ε i is an random error term assumed to have a normal distribution.
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