Indeed, for there to be any philosophical inquiry into the nature and function of myth at all, there must exist a body of data about myths across a range of societies.
Dharmakīrti argues that if cognition required the support of the body, there is no reason why it should not arise everywhere where there exists a body or matter [PV 37 38].
Within the literature, there exists a body of information related to the post crash analysis of accident data, which supports the finding that a conventional metallic under floor design performs poorly during a water impact, in relation to the transmission of water pressure and the absorption of energy.
Along with other phenomenologists, particularly Merleau-Ponty, and, of course Sartre, Beauvoir recognizes that "to be present in the world implies strictly that there exists a body which is at once a material thing in the world and a point of view towards the world" (Beauvoir 39).
A body K ∈ F o n is of i th p-elliptic type if the function f p, i ( K, ⋅ ) 1 / ( n + p − i ) is the support function of a convex body in K o n, i.e., K is of i th p-elliptic type if there exists a body Q ∈ K o n such that f p, i ( K, ⋅ ) = h ( Q, ⋅ ) − ( n + p − i ).
There also exist a body of literature evaluating less than three types of mitigation strategies that were not considered as part of the review, as we discussed in the methods section.
Unusual for the early phase of epidemiological investigation of potential teratogenesis, regarding DU there already exists a body of research on the molecular, cellular and animal model level that indicates plausibility.
There existed a considerable body of research on this topic published over several years, and a number of research commissioners, such as the Policy Research Programme of the Department of Health, had active programmes of work on human resource issues.
The following property of bodies of class C + 2 will be useful (see [54, p. 150]): Lemma 5.2 If K ∈ K n is a convex body of class C + 2, then there exist a convex body L ∈ K n and a real number r > 0 such that K = L + r B n.
If K 1, …, K n - 1 ∈ K n, the notation of mixed body [K1,..., K n -1] states that (see [5]): corresponding to the convex bodies K 1, …, K n - 1 ∈ K n in ℝ n, there exists a convex body, unique up to translation, which we denote by[K1,..., K n -1].
