Key points are not available for this paper at this time.
Topic distillation is the process of finding authoritative Web pages a comprehensive hubs which reciprocally endorse each other and are relevant to a given query. Hyperlink-based topic distillation has been traditionally applied to a macroscopic Web model where documents are nodes in a directed graph and hyperlinks are edges.Mas.M::KP models miss va lua44 clues such aba4::M na viga::M paa els,as templaM20]K inclusions, whicha: embedded in HTML paLM using ma0KP taKP Consequently, results of ma:]6:1M2 distillaKP] atillaKP have been deterioraKP] inqua:1 ya s Webpa0: a becoming more complex. We propose a uniformfine-graK] model for the Web in which pa:] a represented by theirta trees (aes caesM their Document Object Models or DOMs)aM these DOM trees ar interconnected by ordinaM hyperlinks. Surprisingly, ma]6:M2K distillaKKP atillaKK do not work in the finegra -M: scena:6 We present a new awM0PK1P suitaK1 for the fine-gra2K0 model. It can dis-aggregate hubs into coherent regions by segmenting their DO trees.utua endorsement between hubs as aM01[M2K involve these regions, rans, tha single nodes representing complete hubs. Anecdotesae meatesMP ts using a 28-query, 366000-document benchmark suite, used in ea0K4 topic distilla[M2 reseai h, reveal two benefits from the new aM:0KK6M2 distillastion quati y improves, a,a by-product of distillation is the aeM14 y to extra0 relevat snippets from hubs which a: nonly payM40[K relevant to the query.
Soumen Chakrabarti (Sun,) studied this question.