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The resolution rule extends easily to first-order expressions As in the propositional case, it takes two clauses as input and produces a third clause as output The key difference from the propositional case is that the process is now based on the notion of unifying substitutions We define a substitution to be any mapping of variables to terms For example, the substitution 6 = {x/Bob, y / z } indicates that the variable x is to be replaced by the term Bob, and that the variable y is to be replaced by the term z We use the notation WO to denote the result of applying the substitution 6 to some expression W For example, if L is the literal Father(x, Bill) and 6 is the substitution defined above, then LO = Father(Bob, Bill) We say that 6 is a unifying substitution for two literals L1 and L2, provided LlO = L2O For example, if L1 = Father(x, y ) , L2 = Father(Bil1, z ) , and O = ( x / B i l l ,z / y } , then 6 is a unifying substitution for L1 and L2 because LlO = L2O = Father(Bil1, y) The significance of a unifying substitution is this: In the propositional form of resolution, the resolvent of two clauses C1 and C2 is found by identifying a literal L that appears in C 1 such that -L appears in C2 In firstorder resolution, this generalizes to finding one literal L1 from clause C1 and one literal L2 from C2, such that some unifying substitution 6 can be found for L1 and -L2 (ie, such that LIO = -L20) The resolution rule then constructs the resolvent C according to the equation

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3 Save the plist file 4 Click Build And Go Navigate to Settings, and the new value appears (Figure 14-11)

4:3 normal (for 4:3 or 16:9 displays) 16:9 letterbox (for 4:3 displays) 16:9 pan and scan (for 4:3 displays) 16:9 widescreen (anamorphic, for 16:9 displays) DVD-Video segments can be marked for the following display modes:

Notice I keep stating to save the plist file as its own step The reason for this is that Build And Go does not automatically save the plist file, like it does for source files

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The general statement of the resolution rule is shown in Table 107 To illustrate, suppose C 1 = White(x) t Swan(x) and suppose C2 = Swan(Fred) To apply the resolution rule, we first re-express C1 in clause form as the equivalent expression C 1 = White(x)v -Swan(x) The resolution rule can now be applied In the first step, it finds the literal L1 = -Swan(x) from C1 and the literal L2 = Swan(Fred) from C2 If we choose the unifying substitution O = { x / F r e d } then these two literals satisfy LIB = -L20 = -Swan(Fred) Therefore, the conclusion C is the union of (C1 - {L1})O= White(Fred) and (C2 - {L2})0= 0, or C = White(Fred)

4:3 full frame 4:3 letterboxed (for automatically setting display mode on widescreen TVs) 16:9 letterbox only (player not allowed to pan and scan) 16:9 pan and scan allowed (viewer can select pan and scan or letterbox on 4:3 TV)

14:

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Some players send a signal to the television indicating that the picture is in anamorphic widescreen form so that widescreen televisions can adjust automatically In some cases, the player also can inform the television that the 4:3 picture was transferred to video in letterbox format so that the television can expand the picture to remove the mattes In Europe, the widescreen signaling system (WSS) may be used to convey this type of information (Tables 624 and 625) This standard is recommended for use by NTSC systems as well There is also a convention for signaling widescreen format by adding a 5V direct current (DC) component to the chroma (C) line of the Y/C (s-video) output This tells the widescreen equipment to expect video in anamorphic form Most DVD players and many new video displays support this technique Unfortunately, much of the existing equipment that the video signal might

2!)7

Figure 14-10

Aspect Ratio 4:3 (133) 14:9 (157) 14:9 (157) 16:9 (178) 16:9 (178) >16:9 (>178) 14:9 (157) 16:9 (178) Range 146 >146, >146, >166, >166, >190 >146, >166, 166 190 166 166 190 190 Format Full Letterbox Letterbox Letterbox Letterbox Letterbox Fulla Full (anamorphic) Position Center Top Center Top Center Center Centera n/a

1 Find a literal L1 from clause C1, literal Lz from clause C z , and substitution 0 such that LIB =

Figure 14-11

6

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