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To modify any inserted horizontal rule, simply click it. (If the Property inspector is not already open, you have to double-click the rule.) As a general practice, size your horizontal rules using the percentage option if you are using them to separate items on a full screen. If you are using the horizontal rules to divide items in a specifically sized table column or cell, use the pixel method.

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Indeo audio software Good for Web output of music and speech. Created for use with Indeo video codecs. Truespeech Used for speech over the Internet. Works best at low data rates. Microsoft GSM 6.10 Used for speech only. Used for telephony compression in Europe. MS-ADPCM Microsoft s version of an Adaptive Differential Pulse Code Modulation compressor. Can be used for CD-ROM quality sound. Microsoft IMA ADPCM Used for cross-platform multimedia. Developed by the Interactive Multimedia Association. Voxware codecs Can be used for speech output on the Web. Best at low data rates.

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A useful resource for material in this chapter is the collection of reprints edited by Gervais and Jacob (1983); the introduction to lattice concepts is based on Wilson (1976, 1977); the general material on lattice gauge methods may be found in Creutz (1985), Rebbi (1983), Bander (1981), Hasenfratz and Hasenfratz (1985), and Kogut (1983). The discussion of critical phenomena and the relation of lattice QCD to methods of statistical physics owes much to Wilson (1983a, 1979), Ma (1973, 1976), Wilson and Kogut (1974), and Kogut (1979). The discussion of solitons and instantons was derived from Rajaraman (1982), Coleman (1977), Lee (1981, Chs. 7, 20), Huang (1982, Chs. 4, 5), Ryder (1985, Ch. lo), and t Hooft (1978); see also Shuryak (1984, 1988), Coleman (1985), and Bhaduri (1988). A readable introduction to instantons as a basis for nonperturbative strong interaction theory may be found in Gross (1979). We discussed magnetic monopoles only in passing; they are extremely interesting and an overview may be found in Preskill (1984). For the status of including dynamical fermions in lattice calculations see Duke and Owens (1985), Toussaint (1987), Hasenfratz (1987), Karsch (19881, Ukawa (1989), Gottlieb et al. (1989), and Fukugita (1988, 1989). Several reviews have appeared on Skyrmions: Rho (1984), Meissner and Zahed (1986), Balachandran (1986), Zahed and Brown (1986), and Dothan and Biedenharn (1987); see also the reprint collection Liu (1987). Coleman (1985, Ch. 8) explains 1/N expansions. A discussion of the Cheshire Cat Principle may be found in Vepstas and Jackson (1990) and Brown and Rho (1986). A general discussion of the merits and limitations of nonlinear chiral field theories and their soliton solutions has been given by Weise (1989). Finally, an interesting panel discussion addressing many of the issues in this chapter and the previous one appears in NucZ. Phys. A434,629-722 (1985).

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