Interval sensitivity theory and its application to frequency response envelope analysis of uncertain structures

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Discussions on non-probabilistic convex modelling for uncertain problems (2017, methodology): “To provide a measure for the individual influence of interval inputs on the range of the obtained interval outcome of structural systems, the interval sensitivity analysis was studied and applied to the envelope frequency response function analysis of uncertain mechanical structures [14].”
Arbitrary polynomial chaos expansion method for uncertainty quantification and global sensitivity analysis in structural dynamics (2020, methodology): “this research direction, and a broad spectrum of UQ methods have been developed such as 58 stochastic finite element method [6, 7], perturbation method [8, 9], interval analysis [10-13], 59 surrogate modeling techniques [14-21], and Monte Carlo simulation (MCS) [1, 22].”
A feasible implementation procedure for interval analysis method from measurement data (2014, background): “In recent ten years, more and more researchers devote to improve the non-probabilistic analysis methods and apply them to engineering problems [7–14].”