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.. | ||
build.sh | ||
extract_rdcosts.py | ||
filter_rdcosts.c | ||
invert_matrix.m | ||
ols_2ndpart.c | ||
rdcost_do_avg.py | ||
README.txt | ||
run_filter.py |
To extract the block costs, build Kvazaar as usual, and edit relevant parameters in the beginning of extract_rdcosts.py and run_filter.py, most importantly the number of cores and the set of video sequences you want to encode to extract costs. Run extract_rdcosts.py, it will use Kvazaar to encode each sequence and extract the costs measured there for the quantized blocks. The costs are stored compressed and sorted by block QP, in the following format: Size (B) | Description ----------+------------ 4 | size: Coeff group size, in int16's 4 | ccc: Coeff group's coding cost size * 2 | coeffs: Coeff group data To analyze the costs by running a linear regression over them, build the two tools using: $ gcc filter_rdcosts.c -O2 -o frcosts_matrix $ gcc ols_2ndpart.c -O2 -o ols_2ndpart Then run the regression in parallel by running run_filter.py. The reason to do it this way is because the data is stored compressed, so there is no way to mmap it in Matlab/Octave/something; the data sets are absolutely huge (larger than reasonable amounts of RAM in a decent workstation), but this way we can store the data compressed and process it in O(1) memory complexity, so it can be done as widely parallelized as you have CPU cores. The result files each consist of 4 numbers, which represent an approximate linear solution to the corresponding set of costs: the price in bits of a coefficient whose absolute value is a) 0, b) 1, c) 2, d) 3 or higher. After that, run rdcost_do_avg.py. It will calculate a per-QP average of the costs over the set of the sequences having been run (ie. for each QP, take the results for that QP for each sequence, and calculate their average). This data is what you can use to fill in the default_fast_coeff_cost_wts table in src/fast_coeff_cost.h.