By Jozef Gruska (auth.), Jan Pavelka, Gerard Tel, Miroslav Bartošek (eds.)
This 12 months the SOFSEM convention is coming again to Milovy in Moravia to th be held for the 26 time. even supposing born as an area Czechoslovak occasion 25 years in the past SOFSEM didn't pass over the chance oe purple in 1989 via the newly chanced on freedom in our a part of Europe and has developed right into a full-?edged overseas convention. For the entire alterations, in spite of the fact that, it has stored its generalist and mul- disciplinarycharacter.Thetracksofinvitedtalks,rangingfromTrendsinTheory to software program and knowledge Engineering, attest to this. except the themes pointed out above, SOFSEM’99 oer s invited talks exploring middle applied sciences, talks tracing the trail from information to wisdom, and people describing a wide selection of purposes. TherichcollectionofinvitedtalkspresentsonetraditionalfacetofSOFSEM: that of a wintry weather tuition, within which IT researchers and execs get an opp- tunity to determine extra of the massive pasture of today’s computing than simply their favorite grazing nook. To facilitate this goal the famous researchers providing invited talks often commence with a large review of the cutting-edge in a much wider zone after which progressively concentrate on their specific subject.
Read or Download SOFSEM’99: Theory and Practice of Informatics: 26th Conference on Current Trends in Theory and Practice of Informatics Milovy, Czech Republic, November 27 — December 4, 1999 Proceedings PDF
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Additional resources for SOFSEM’99: Theory and Practice of Informatics: 26th Conference on Current Trends in Theory and Practice of Informatics Milovy, Czech Republic, November 27 — December 4, 1999 Proceedings
Sample text
Pn for n = 2k , k ∈ IN, where every edge {pi , pi+1 } has the cost 1. Then we add edges (pi , pi+2 ) for i = 0, 1, . . , n − 2 with the cost 2 · (1 + r). Generally, for every m ∈ {1, . . , log2 n}, we define c({pi , pi+2m }) = 40 Juraj Hromkoviˇc 4 1 + r 2 4 1 + r 2 4 1 + r 2 ................................... .......................................... ........... .................. ........... ......... ........ ........ ....... ....... .............. ...... ........