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Sampling an image in space produces a still image When you also sample it in time, motion video is produced Yet motion video is composed of still images When displaying these still images to a viewer, the rate at which the images are displayed in order to avoid flicker and the rate necessary for good motion perception by human beings depend on the ambient light levels This is one reason why film is composed of 24 frames per second (displayed at a rate of 48 Hz in a movie theater) as compared with NTSC television, which typically is watched in a home living room and has an approximate rate of 30 frames per second (displayed in interlaced form at 60 Hz) Another factor is that television systems originated with field rates based on local ac power-line frequencies, for example, 60 Hz in North America and 50 Hz in Europe Most video is viewed in an interlaced format For simplicity, the NTSC standard is used in the following explanation of an interlaced format NTSC video is composed of images taken approximately 60 times a second Each image is called a field, and there are odd and even fields Although these odd and even fields are temporarily adjacent to each other in time, the horizontal lines that make up these fields are spatially different Figure 53 is a simplified view of interlaced video and fields The two fields are taken 1 60th of a second apart, and the lines of each field are not aligned but rather are staggered Most televisions are interlace-display devices, where the 60 fields are displayed individually, and the viewer perceives only one field at a time Each field has a size of 720 240 pixels There are actually more horizontal active lines, but they, for the most part, contain nonvideo information For simplicity, this discussion will assume 240 active lines per field.

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Reject infeasible solutions, where solutions are not constrained to the feasible space Solutions that nd themselves in infeasible space are simply rejected or ignored Penalty function methods, which add a penalty to the objective function to discourage search in infeasible areas of the search space Convert the constrained problem to an unconstrained problem, then solve the unconstrained problem Preserving feasibility methods, which assumes that solutions are initialized in feasible space, and applies specialized operators to transform feasible solutions to new, feasible solutions These methods constrict solutions to move only in feasible space, where all constraints are satis ed at all times Pareto ranking methods, which use concepts from multi-objective optimization, such as non-dominance (refer to Section A8), to rank solutions based on degree of violation Repair methods, which apply special operators or actions to infeasible solutions to facilitate changing infeasible solutions to feasible solutions The rest of this section provides a short de nition and discussion of two of these approaches Penalty Methods Penalty methods add a function to the objective function to penalize vectors that represent infeasible solutions Assuming a constrained minimization problem as de ned in De nition A5, Definition A7 Penalty method: minimize F (x, t) = f (x, t) + p(x, t) (A22)

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he viewer moves a cursor that acts as a virtual light Shadows on other objects move, reflecting the changing position of the light

where is the penalty coefficient and p(x, t) is the (possibly) time-dependent penalty function A major problem of penalty-based methods is due to the added penalty function, which changes the shape of the objective function While the change in objective function is necessary to increase the slope of the function in the infeasible areas (assuming minimization), the penalty function may introduce false minima into the original search space as de ned by the unpenalized function These false minima may trap search algorithms Figure A4 illustrates the e ect of penalty functions Figure A4(a) illustrates the function f (x1 , x2 ) =

(A23)

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Typically, the notion of a video frame implies two fields of video Thus a full-resolution video frame is 720 480 pixels However, most computer monitors are progressive and not interlaced display devices Progressive displays do not split video into fields and draw them one after the other On a progressive display, when video is viewed at its full resolution, viewers see both the odd and even fields at the same time (Figure 54) There are various issues with combining temporally different fields into a single frame, and these will be discussed later in this chapter However, it is sufficient to say at this point that if a user desires a video image less than or equal to the field height, most capture cards can return only video from one of the two fields that make up a frame Thus a request for a video capture size of 240 lines or less typically results in the capture of a single field

with one clear maximum at x = (00, 00) Figure A4(b) illustrates the penalized objective, (A24) F (x1 , x2 ) = f (x1 , x2 ) + p(x1 , x2 )

Type some text in any color except gray Choose Insert Convert to Symbol Name the symbol myText, make it a movie clip, and click OK Delete the text (it s in the Library) and use the same text settings to type the same text again This time make the color a light gray Choose Insert Convert to Symbol Name the symbol shadow, make it a movie clip, and click OK

(a) f (x1 , x2 ) =

5

x1 cos(x1 ) 20

F(x1,x2) f(x1,x2) 25 2 15 1 05 0 -05 -1 -15 -2 -25 10 5 -10 -5 x1 0 0 5 -5 -10 10 x2 -10 -5 x1 0 0 5 -5 -10 10 f(x1,x2) 4 3 2 1 0 -1 -2 -3 -4

A final point to cover here is that some video sources are not interlaced These are called progressive sources A frame of a progressive source is composed of a full-resolution image in which each pixel is sampled at the same instant in time Various cameras have progressive capture modes Film is also progressive in nature The 24 frames per second of film is composed of 24 progressive images

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