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Table 3. Skyline for each subset of multidimensional criteria
Subset
Skyline
{EDBT, ICDE, VLDB, SIGMOD}
{5932; 8846; 19660; 20259; 23870}
{ICDE, VLDB, SIGMOD}
{5932; 8846; 19660; 20259; 23870}
{EDBT, VLDB, SIGMOD}
{5932; 8846; 20259; 23870}
{EDBT, ICDE, SIGMOD}
{5932; 8846; 19660; 23870}
{EDBT, ICDE, VLDB}
{5932; 8846; 19660; 23870}
{VLDB, SIGMOD}
{8846; 20259; 23870}
{ICDE, SIGMOD}
{5932; 19660; 23870}
{ICDE, VLDB}
{5932; 8846; 19660; 23870}
{EDBT, SIGMOD}
{5932; 8846; 23870}
{EDBT, VLDB}
{8846}
{EDBT, ICDE,}
{8846; 19660}
{EDBT}
{8846}
{ICDE}
{19660}
{VLDB}
{8846}
{SIGMOD}
{23870}
natural ordering over p attributes. We define the Skyline SKY S on a space S according to a multicriteria
function m as follows:
SKY S = {o i | o i DO : (¬ o j | o j DO : s 1 (o j )≥s 1 (o i ) s q (o j )≥s q (o i ) ( x | 1 ≤ x ≤ q: s x (o j )>s x (o i )))}
The conditions to be satisfied by the answers of a Top-k Skyline query with respect to the functions
m and f , are described as follows:
ξ <f,m,k> = { o i | o i SKY S k-|SKYs| o j | o j SKY S : f(o j ) ≥ f(o i ))}
Where, t means that exists at most t elements in the set. Additionally, the Skyline Frequency may
be used as a score function to rank the Skyline:
ξ <sf,m,k> = { o i | o i SKY S k-|SKYs| o j | o j SKY S : sf(o j ) ≥ sf(o i ))}
Where the Skyline Frequency of a object o SKY S , denoted by sf(o) , is the number of subspaces S '
of S in which o is a Skyline object, this is:
sf(o) = (∑ S' | S' S o SKY S' : 1)
The Skycube or lattice is the set of the all Skylines for any subspace S' of S defined as:
SkyCube = { SKY S' | S' S}
 
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