xplore29
I am looking for an algorithm which can compute the time required to reach the full stage of trellis. I understand that it has to be a function of channel memory, length of input at any given time.
For example
channel memory=2
length(input)=1
then at any time index and any given stage we can reach to 2 states out of 4 states. So we need at least two time hops to be able to reach ANY state in the trellis.
but if
channel memory =2
length(input)=2
then any state can be reached in just one time hop.
Do we have any such algorithm which can compute min(time) required .
For example
channel memory=2
length(input)=1
then at any time index and any given stage we can reach to 2 states out of 4 states. So we need at least two time hops to be able to reach ANY state in the trellis.
but if
channel memory =2
length(input)=2
then any state can be reached in just one time hop.
Do we have any such algorithm which can compute min(time) required .