The corresponding implication for e.g. the health facility in Bagala is that it operates locally efficient (BCC efficient, pure technical efficiency = 1), whereas its overall technical inefficiency is caused by its failure to achieve scale efficiency, represented by SE = 0.5207.
Of the 17 hospitals, 9 (53%) were technically efficient since they had a relative technical efficiency (TE) score of 100%.
They rely on the implementation and use of efficient technologies, but technical efficiency improvements do not guarantee low consumption.
In other words, when analysed the pure technical efficiency, this seaport is efficient but in terms of overall technical efficiency (pure technical efficiency and scale efficiency) this seaport is inefficient.
The negative relation between quality and firm size (H2.3.3) could be explained following the findings of Aramyan (Aramyan 2007) where the smaller firms' capacity to provide a more efficient input use (technical efficiency) could also translate in a better product's quality.
The firm size-economic performance relation shows ambiguous results where the size of the firm can positively influence the chain performance due to scale economies (allocative efficiency) while smaller firms can provide a more efficient input use (technical efficiency) (Gereffi et al. 2008; Aramyan 2007).
This study highlights the usefulness of general geriatric principles in offering multidimensional, holistic care to chronic patients on dialysis and achieving a balance between these principles and the more technical, highly efficient care offered in nephrology [ 38].
Our experiments show that, despite these technical difficulties, efficient multimodal imaging combining simultaneous 2PEF, THG, FWM and SHG signals is possible in live organisms, and illustrate the complementary information provided by these modalities.
And whilst history and the political economy of the UK and of England in particular have determined the birth and evolution of the NHS and are highly context specific, countries share both values (solidarity, universality) and technical challenges (efficient financing and allocation), making cross country comparisons and know-how sharing, a popular and most likely useful activity.
Here the production function could be represented using matrix notations as: mathbf{x} = left(mathbf{Ax} + mathbf{f}right) (1) 6. Where, x is total output vector [xi]23x1, A is technical co-efficient matrix [ai,j]23x23 and f is final demand vector [fi]23x1.
