Figure 8From: Some novel inequalities for fuzzy variables on the variance and its rational upper bound The membership function of \(\pmb{\eta=(\xi-e)^{2}}\) in Example 10 . \(\mu_{\eta}(x)\) is the membership function of the fuzzy number \(\eta=(\xi-e)^{2}\) where \(\xi\sim \mathcal{T}(a, b, c)\) is an asymmetric triangular fuzzy number, that is, \(a-b \neq b-c\). Values of \(\mu_{\eta}(x)\) are 1 and 0 when x are \((b-e)^{2}\) and 0 or \((a-e)^{2}\), respectively.Back to article page