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Possible Answers: DISCUS.
Last seen on: –Jonesin’ – Feb 18 2020
Random information on the term “DISCUS”:
Modulo-N code is a lossy compression algorithm used to compress correlated data sources using modulo arithmetic.
When applied to two nodes in a network whose data are in close range of each other Modulo-N code requires one node (say odd) to send the coded data value as the raw data
M
o
=
D
o
{\displaystyle M_{o}=D_{o}}
; the even node is required to send the coded data as the
M
e
=
(
D
e
)
m
o
d
(
N
)
{\displaystyle M_{e}=(D_{e})mod(N)}
. Hence the name Modulo-N code.
Since it is known that for a number K, at least
l
o
g
2
(
K
)
{\displaystyle log_{2}(K)}
bits are required to represent it in binary. So the modulo coded data of the two nodes requires totally
l
o
g
2
(
M
o
)
+
l
o
g
2
(
M
e
)
{\displaystyle log_{2}(M_{o})+log_{2}(M_{e})}
. As we can generally expect
l
o
g
2
(
M
e
)
≤
l
o
g
2
(
M
o
)
{\displaystyle log_{2}(M_{e})\leq log_{2}(M_{o})}
always, because
M
e
≤
N
{\displaystyle M_{e}\leq N}
. This is the how compression is achieved.