The site's democratic character had already taken on new, practical uses with the so-called "YouTube election" of 2008, when what many had dismissed as a site for short-attention-spanned teenagers became a battleground for one of the most momentous presidential fights in history.
The name is sometimes used interchangeably with the so-called shipping fever, a specific type of pasteurellosis (caused by Pasteurella multocida) that commonly attacks cattle under stress, as during shipping.
Although the PFS achieved on re-challenge appears to be shorter than that observed with first-time use, in-line with the so-called 'law of diminishing returns', re-challenge represents a feasible option in patients who are refractory to other treatments and are able to receive further therapy.
The solutions used so far were based on the parameter matrix calculus, using unique inverses with the so-called Hermitian conjugates of certain (full rank) non-square matrices [27].
They even introduced a novel orbital approach with the use of the so-called ice-pick leucotome [ 37, 38, 118].
The MWCM can efficiently be used also along with the so-called Theory of Critical Distances applied in the form of the Point Method (PM).
The rainflow counting method used in conjunction with the so-called modified Wöhler curve method is subsequently employed to estimate the number of cycles to failure in the medium-cycle fatigue regime.
In these approaches to the constituents of the universe, modal terms could be used in accordance with the so-called 'statistical' or 'temporal frequency' model of modality where the meaning of modal terms is spelled out extensionally as follows: what is necessary is always actual, what is impossible is never actual and what is possible is at least sometimes actual.
PCA can be used in combination with the so-called kernel methods [ 36].
Let x be a solution of (1) without zeros in J ˜ ⊆ J and t 0 ∈ J ˜. Then the second linearly independent solution y of (1) on J ˜ can be expressed with using the so-called d'Alembert formula (or the Reduction of Order Theorem) as y ( t ) = x ( t ) ∫ t 0 t d s p ( s ) x 2 ( s ), t ∈ J ˜, (2).
