- MR 0924157
Subsets and
Proper Subsets (PDF),
archived from the
original (PDF) on 2013-01-23,
retrieved 2012-09-07 Weisstein, Eric W. "
Subset". mathworld...
- and
storing all
subsets of n/2
elements in advance, they
partition the
elements into 4 sets of n/4
elements each, and
generate subsets of n/2
element pairs...
-
number of
subsets. The goal is to construct, from the
input integers, some m
subsets. The
problem has
several variants: Max-sum MSSP: for each
subset j in...
-
define a
product of
group subsets in a
natural way. If S and T are
subsets of a
group G, then
their product is the
subset of G
defined by S T = { s t...
-
disjoint non-empty open
subsets.
Connectedness is one of the prin****l
topological properties that
distinguish topological spaces. A
subset of a topological...
- KG(m,m-k)} , that is, the
graph whose vertices are all
subsets of m-k objects, and two
subsets are
connected iff they are disjoint. If
there is a vertex...
-
These two sets are the most well-known
examples of
clopen subsets and they show that
clopen subsets exist in
every topological space. To see, it suffices...
- Treg cells.
These two
subsets were
previously called "naturally occurring" and "adaptive" (or "induced"), respectively. Both
subsets require the expression...
- of
subsets. Two sets are
equal if and only if they
contain each other: that is, A ⊆ B and B ⊆ A is
equivalent to A = B. The
empty set is a
subset of every...
-
because "collection of open
subsets" is less
awkward than "set of open
subsets". Similarly, "subcollection"
means "
subset".
Howes 1995, pp. xxvi–xxviii...
