Sentence examples for logon in from inspiring English sources

It includes both interactive (local) and noninteractive (network) Kerberos-based logon in single and multiple domain environments and in a multiple forest scenario.

For the two-component signal s(t) + s(t - Δt), the ideal TFD (Figure 3) will take the form Figure 2 A Gabor logon in time ( top ), frequency ( left ), and joint time-frequency domain using the SPWVD ( center ). Figure 3 Two Gabor logons in time, frequency, and time-frequency (SPWVD).

The manhunters used every trick they could think of, scanning the remote villages along the Bosnia-Montenegro border for signs of unusual activity – internet logons in the middle of the night, TV satellite dishes in otherwise poor settlements, newspaper subscriptions.

Table 1 The comparison of the variance explained by the PCA, PCA-Gabor, and SMP-Gabor for two simulated datsets: 3-logons and 3-logons in noise.

Data Set PCA PCA-Gabor SMP-Gabor 3 Logons 99.97% 95.73% 95.73% 3 Logons in Noise 81.38% 90.78% 38.20% Figure 1 A comparison of the principal components (PCA), Gabor logons extracted from the principal components (PCA-Gabor) and Gabor logons extracted by Simultaneous Matching Pursuit using a Gabor dictionary (SMP-Gabor) from two simulated datasets (3-logons with no noise and 3-logons with noise).

Since the principal components extracted from ERP time-frequency surfaces are well-localized in time and frequency, we propose quantifying them in terms of well-known compact signals, Gabor logons (in this paper, "Gabor logons" and "logons" will be used interchangeably), on the time-frequency plane.

For 3-logons in 4 dB noise, similarly, three components were extracted by each of the algorithms, that is, three PCs with PCA, three logons fitted to the PCs with PCA-Gabor, and three logons fitted to the whole dataset with SMP-Gabor.

Vehicular properties contain structural information [ logons in MacKay's (1969) terminology], which is used to control the action and make decisions.

Access to users will be provided through study-specific logon points in Citrix Access Gateway Advanced Access Control.

Let us consider the Rényi entropy of an ideal TFD, denoted as I s (t, f), of a compactly supported signal s(t) (in Figure 2 represented by a Gabor logon [3] in the (t, f) plane, being an elementary time-frequency building block).

Figure 11 (a) SPWVD of a signal composed of an LFM component and two Gabor logons embedded in additive white noise with SNR = 10 dB; (b) number of components in time for the noise-free signal ( solid ), signal corrupted by additive white noise (SNR = 15 dB ( dashed ), and SNR = 10 dB ( dotted )).