By Ayache A., Bertrand P., Levy J.
Read or Download A Central Limit Theorem for the Generalized Quadratic Variation of the Step Fractional Brownian Motion PDF
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Additional resources for A Central Limit Theorem for the Generalized Quadratic Variation of the Step Fractional Brownian Motion
Repeat steps 2–4 for the Album state, making the AlbumText, AlbumThumbnail, ContentArea, and Album-Pic layers visible. The resulting state is shown in Figure 2-23. Figure 2-23. Layout with the album information and images visible 6. Repeat steps 2–4 for the Single state, making the SingleText, SingleThumbnail, ContentArea, and Single-Pic layers visible. The resulting state is shown in Figure 2-24. 44 Your First Flash Catalyst Project Figure 2-24. Layout with single information and images visible With this, you’ve created the project’s main states, which are the way that the site will look like at various times.
Again, With More Control Because default settings always end up looking like defaults, you need greater control over the transitions. To the right of Smooth Transitions is a button that opens the transition settings (see Figure 2-28). Figure 2-28. Smooth Transition options Using these settings, you can alter the duration of a transition and change transitions from being simultaneous to a setting called Fade Out - Move - Fade In. You can think of Simultaneous as a crossfade, with all the changes happening at once.
The first state is your initial page and shows just the background and menu. Follow these steps: 1. Make all the layers invisible except for menu and background elements (the result looks like Figure 2-20). To make a layer invisible, click the eye icon for that layer so the eye disappears. Figure 2-20. Layout with content area–related layers made invisible 2. Click Duplicate State in the Pages/States panel. Doing so creates a copy of the initial state. 42 Your First Flash Catalyst Project 3. Rename the copy Bio by double-clicking its name in the Pages/States panel, as shown in Figure 221.
A Central Limit Theorem for the Generalized Quadratic Variation of the Step Fractional Brownian Motion by Ayache A., Bertrand P., Levy J.