Sentence examples for mean access time from inspiring English sources

Afterwards, the paper proposes an analytical model to approximate the mean access time of our mechanism.

This model makes it convenient to efficiently evaluate the mean access time of the generated broadcast program.

Obviously, our complementary approach generates a small number of slots in one broadcast cycle and shorter mean access time than Acharya et al.'s algorithm.

The problem of indexed data broadcast is to schedule the data items interleaved with certain indexing information in the broadcast so as to minimize simultaneously the mean access time and the mean tuning time.

In this paper we study the indexed data broadcast problem in its full generality and design a broadcast scheme that achieves a mean access time of at most (1.5+ε) times the optimal and a mean tuning time bounded by O log n).

Figure 4 shows that, before data are moved, one can perform an approximate calculation of the mean access time TBE by using the equation T BE = ∑ i = 1 N Pr D i L BE 2 n i B + S D i B (2). where LBE denotes the current broadcast length.

In terms of mathematic form, the mean data access time can be formulated as follows: Lemma 3 Suppose that the server database contains N data items D 1, D 2, …, D N for broadcasting.

In addition, if we further assume that the random variable T1 follows a uniform distribution over 0, S index B I, then the mean index access time can be computed by E T access I = ∫ 0 S index B I 2 · S index B I − t · S index B I − 1 dt (8).

Both studies were conducted in out-of -hospital environments, which meant longer access times and different first approaches.

Access efficiency can be evaluated by access time, which means the time that has elapsed from the moment a client requests data to the moment the client retrieves the target item.

Access time and average number of attempts are expressed as mean ± standard deviation (95% confidence interval).