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nerve center and provide consolidated status information to management for decision-making processes They also will communicate with the various teams and feed information back and forth to facilitate problem identification and resolution This includes providing recovery documentation to those who need it to perform the various recovery steps and procedures as well as directing resource needs and conflict resolution The EOC should be identified in advance and preparations should be planned out to meet the need of the crisis management team who may be dug in for the long haul during a crisis Several white boards and flip charts will be required to map out strategies and track hot-listed items Communication devices of all imaginable types also will need to be available Television, radios, cell phones, faxes, and multi-channel radios all with access to generator power will be among the requirements.

The e-mail marketing option button takes you to a page where you can create e-mails and send them to anyone who has signed up to be on your e-mail list (see Figure 18.3). I just today added the button that includes a link from all my auctions to the Sign up for Store Newsletter button. I think this will bulk up the

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Instead, without the bottleneck the variance keeps increasing steadily with the mean traf c intensity The presence of the bottleneck also impacts the skewness of the distribution: in the high traf c region the bottleneck clearly induces left-skewness ( < 0), while after the bottleneck removal the distributions tend to be more symmetric, with small positive values of We applied a similar method to the percentiles p10 (t) and p90 (t) The resulting regressed trajectories are shown in the right-hand plot of Figure 103, from which it can be easily seen that the trajectory of the inter-percentile distance {p90 (t) p10 (t), m(t)} displays a concave behaviour similar to the variance Interpretation of the Results All the above observations are consistent with the following interpretation The empirical rate distribution evolves with the mean traf c intensity therefore with the time-of-day as outlined in Figure 104.

Separate and dedicated phone lines for outbound calls that do not go through an IS organizational switch may be necessary for the survivability of the EOC Geographical location maps with medical services and alternative routes marked on them also may be appropriate Food, water, and rest room facilities along with showers and cots may be necessary preparations as well Meeting rooms and hotline areas will be necessary stations in the EOC The ability to trap and track problems and progress should be developed as part of the testing process and expanded upon in the EOC as needed Damage assessment and control will be one of the first orders of business and the documentation should direct that this activity occurs as a parallel exercise to getting the business and communication processes reestablished.

For low traf c intensity (night and early morning) the distribution is right-skewed: since rates cannot be negative only positive uctuations are possible For higher traf c intensity (morning and afternoon) the rate distribution becomes more dispersed (higher variance) and more symmetric (lower skewness) In fact, the rate of individual connections is limited by the bandwidth of the radio link, but such a limit caps individual ows (per-MS channel) or at most on a bundle of a few ows belonging to the active MSs in the same.

Suppose that q0 is a steady state with one unstable eigenvalue, that is, with a one-dimensional linear unstable eigenspace E u q0 As was explained in the previous section, q0 can be found by numerical continuation The unstable eigenspace is spanned by a (generalized) vector v 0 n of linear directions along q0 This vector v can be found by an iterative approach or directly with DDE-BIFTOOL; see [27, 40] Both branches of the 1D unstable manifold W u q0 can then be computed by integrating from the initial conditions q0 v for a suitably small > 0, that is, from initial conditions (approximately) on E u q0 close to q0 It is much more challenging to compute the 1D unstable manifold of a saddle fixed of a Poincar map (associated with a saddle periodic orbit ).

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