Such a resource pool is basically characterized by high resource dynamics caused by non-linear variation in the availability of processing elements, memory size, storage capacity, bandwidth and power drawn resulting from the sporadic nature of workload.
Obsidian coming from this area is basically characterized by the presence of feldspar phenocrystals: two types of obsidian, one black and the other olive green, are also recognized.
The bonding mechanism is basically characterized by the substitution of superficial tooth minerals for resin monomers, which polymerize in situ, creating a micro-mechanical interlocking between the tooth and the bonding substance.
It is basically characterized by recurrent unilateral pain circumscribed in a line-shaped area from the occipital or occipitocervical region to the ipsilateral nose or forehead region, accompanied with or without nausea, vomitting and dizziness.
The approaches to tree mining can be basically characterized by two parameters: (a) the type of morphism used to map the tree patterns to the data structure and (b) the type of mined tree data.
The support of the soft-rock roadway in the deep mine is basically characterized the coupling of the strength and rigidity of the surrounding rocks with the support, as shown in Fig. 4 (Ren 2010; Lu et al. 2011).
The speed of the system's response is basically characterized by the maximum value r of the following set: r = max { | r 1 |, | r 2 |, | r 3 | }, where r 1, r 2, and r 3 are the roots of the respective characteristic polynomial s 3 − ( 0.65 + c ) s 2 + 0.15 = 0, associated with Eq. (8).
The speed of the system's response is basically characterized by the maximum value r of the following set: r = max { | r 1 |, | r 2 |, | r 3 |, | r 4 | }, where r 1, r 2, r 3, and r 4 are the roots of the respective characteristic polynomial s 4 − ( 0.11 + c ) s 3 − 0.45 s 2 − 0.02 s + 0.08 = 0, associated with Eq. (12).
The speed of the system's response is basically characterized by the maximum value r of the following set r = max 1 ≤ i ≤ 6 { ρ i } where ρ i, i = 1, 2,..., 6 are the roots of the respective characteristic polynomial (29) associated with the characteristic equation of the matrix pencil of the system (12).
