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Therefore, the total gradient value is affected by the traffic cost only when (10) obtains.
Theorem 3: The traffic cost takes effect on the total gradient V i only when: varDelta {V}_d^n(1)le beta (10).
Remarks: Equations 9 and 11 set the condition for the weighted factor β so that the traffic cost ( {V}_T^i ) has an impact on the total gradient field.
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Analysts had expected revenue of $1.14 billion excluding the traffic costs.
In Figures 10, 11, and 12 we show the hotspot traffic cost of HexDD compared with other protocols.
The z axis of the graphs shows the ratio between the hot spot traffic cost of HexDD (EHHexDD) and the hot spot traffic cost of another protocol (EHprotocol).
The hot spot traffic cost is the total energy consumption of one single node located at hot regions.
As observed in the figure, when the number of sinks is greater than or equal to the number of sources, the hot spot traffic cost of HexDD is much less than that of RailRoad.
Each node by itself builds the depth and traffic cost fields, respectively, on the routing table T for all neighbors, in response to the specific sink and initializes all fields.
Figure 10a shows the hot region traffic cost of HexDD compared with the data-centric storage GHT with varying number of sinks and sources.
We identify the optimal regional area size under which the overall network traffic cost, due to cache consistency management, mobility management, and query requests/replies, is minimized.
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