Commit b12edb8c authored by Renaud Pacalet's avatar Renaud Pacalet
Browse files

Renamed text files

parent a0e76d5b
......@@ -102,7 +102,7 @@ D := $(shell expr $(Z) \* \( $(n) - $(m) \))
I := 16
Q := 8
QCMATRIX := qc-802.11n-R$(R)-Z$(Z)
QCMATRIX := qc_802_11n_R$(R)_Z$(Z)
SIGMA := 0.5
CHANNEL := awgn $(SIGMA)
DECMETHOD := scmsla $(I) $(Q)
......@@ -115,10 +115,10 @@ RANDSRC := rand-src
GENMETHOD := dense
QCTOPCHK := qc-to-pchk
MAKEGEN := make-gen
SOURCE := qc-802.11n-R$(R)-Z$(Z).src.txt
ENCODED := qc-802.11n-R$(R)-Z$(Z).enc.txt
RECEIVED := qc-802.11n-R$(R)-Z$(Z).rec.txt
DECODED := qc-802.11n-R$(R)-Z$(Z).dec.txt
SOURCE := qc_802_11n_R$(R)_Z$(Z).src.txt
ENCODED := qc_802_11n_R$(R)_Z$(Z).enc.txt
RECEIVED := qc_802_11n_R$(R)_Z$(Z).rec.txt
DECODED := qc_802_11n_R$(R)_Z$(Z).dec.txt
LATEX := pdflatex
.PHONY: $(SOURCE) $(ENCODED) $(RECEIVED) $(DECODED)
......
......@@ -18,7 +18,7 @@ $ make test
to compile the sources and run a test using one of the quasi-cyclic parity matrices. The test:
* converts the ASCII file that defines the matrix (e.g. `qc-802.11n-R56-N1944-Z81.txt`) in `pchk` format,
* converts the ASCII file that defines the matrix (e.g. `qc_802_11n_R56_Z81.txt`) in `pchk` format,
* randomly generates source frames (`source.txt`),
* encodes them (`encode.txt`),
* adds AWGN to emulate a real transmission channel (`received.txt`),
......
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