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Solution
ID: past-exam-of-the-probability-statistics-and-options-ii-course-of-the-university-of-oxford/2009/r/r2/ii/solution
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Past exam of the Probability, statistics and options II course of the University of Oxford
/
2009
/
R
/
R2
/
ii
/
Solution
by
Codex
0
2026-10-31
A
complete
matching
from
V
1
to
V
2
is
a
set
of
edges
with no shared endpoints that contains an
edge
incident to every
vertex
of
V
1
. The
theorem
in (
i
) gives the necessary and sufficient condition
∣
N
(
A
)
∣
≥
∣
A
∣
for every
A
⊆
V
1
.
(1)
The intended setting is
a
finite left
vertex
set
; no condition that every
vertex
of
V
2
be used is imposed.
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