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This occurs because the communication cost between two components is very small if they are deployed to the same server.
As a consequence, the data exchange between two components is pull-based, as a component always decides how to connect its input ports.
The early detection of such contacts between two components is important for the system performance and safety considerations in many cases.
The maximum internal contrast between two components is defined as follows [37]: I n t V a r ( C ′, C ″ ) = max ( I n t V a r ( C ′ ), I n t V a r ( C ″ ) ) + r (6).
The distance between two components is 2Deltamu = sigma frac {2 k+1 -m - 1}{sqrt{m - 1 }}-sigma frac {2 k+1 -m}{sqrt{m-1}{sqrt{mc{2sigma}{sqrt{m-1}}.
If no information about the interaction between two components is available, all elements of the corresponding submatrix R are set to zero.
Similar(54)
Here, the experimentally measured responses in a simple laboratory setup simulating nonlinear interaction between two components were processed to identify the feature for the early contact detection.
The molecular interactions between two components were elucidated by FTIR-ATR spectroscopy, while functional properties of these films were carried out by determination of puncture resistance, tensile strength, thermal stability, water vapor barrier, wettability and printability.
Both notions of internal contrast or internal variation of a component, and external contrast or external variation between two components are based on the dissimilarity between two colors [37]: E x t V a r ( C ′, C ″ ) = max ( h i, h j ) ∈ c b ( c ′, c ″ ) w ( h i, h j ) (3) I n t V a r ( C ) = max ( h i, h j ) ∈ c w ( h i, h j ) (4).
Besides, the covariance between each two components is zero.
Compatibility between these two components is also maintained.
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