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The theorem is constructed to resolve the question of whether there is any mathematical procedure for amalgamating individual preferences that results in a collectively rational preference ordering of all the possible outcomes.

With regard to this, present paper explores efficacy of established acoustic emission (AE) based mathematical procedure for corrosion assessment of in-service RC slabs.

Inspired by the previous idea, recently the 3D N-linear algebraic molecular descriptors have been introduced as a novel mathematical procedure for computing the structural features of chemical compounds [24 26].

Although their method appears powerful as a mathematical procedure for beam deflections on nonlinear elastic foundation, in practice, it has a limited applicability: it cannot be applied to a "non-uniform" elastic foundation.

A recall of papers, dealing with the general mathematical procedure for impedance treatments of complex mechanisms, is first presented and conditions for a correct diagnosis are discussed through some examples.

In view of the same, an effort is being made here to work out a relatively simple mathematical procedure for estimating accurately the travel times of solutes to a steady subsurface drainage system utilizing the hydraulic theory relevant to the system.

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The unperturbed dimensions have been calculated using three different mathematical procedures for the extrapolation and compared with data found in the literature.

As will be discussed later in section 6, the histories approach employs the same mathematical procedures for both microscopic and macroscopic physics, consistent with the belief of most physicists that quantum theory applies to phenomena of any size.

The overall analysis includes experimental and mathematical procedures for model calibration and validation to assess the suitability of the HYDRUS-2D model to interpret the hydraulic behaviour of a lab-scale permeable pavement system.

Mathematical procedures for constructing this normalization are outlined in Appendix One.

We have derived a one-dimensional mathematical model and a numerical procedure for the non-linear static analysis of pre-tensioned concrete planar beams, which intends to describe quantitatively the global behaviour as well as some local phenomena in the beam, such as the tangential slip and the traction between the tendon and concrete, with accuracy sufficient for engineering design.

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