From 7021d9b07d9ac6bd093e62504c3e79952ff9d960 Mon Sep 17 00:00:00 2001 From: Luke Kenneth Casson Leighton Date: Mon, 19 Jul 2021 14:47:59 +0100 Subject: [PATCH] remove unneeded code --- src/openpower/decoder/isa/fastdctlee.py | 77 ------------------------- 1 file changed, 77 deletions(-) diff --git a/src/openpower/decoder/isa/fastdctlee.py b/src/openpower/decoder/isa/fastdctlee.py index d6647ac1..4ce8670e 100644 --- a/src/openpower/decoder/isa/fastdctlee.py +++ b/src/openpower/decoder/isa/fastdctlee.py @@ -266,83 +266,6 @@ def inverse_transform2(vector, root=True): return vector -def failllll_transform2(block): - N = len(block) - cos = [0.0] * (N>>1) - - front = deepcopy(block) - back = deepcopy(block) - - step = 1 - j = N *2 - half_N = N - prev_half_N = N - - while j > 1: #// Cycle of iterations Input Butterfly - half_N = half_N >> 1 - current_PI_half_By_N = (math.pi / 2) / prev_half_N - current_PI_By_N = 0.0 - step_Phase = current_PI_half_By_N * 2.0 - print ("n", N, "cos", end=" ") - for i in range(half_N): - #Precompute Cosine's coefficients - a = current_PI_By_N + current_PI_half_By_N - print (i, a / (math.pi), math.cos(a) * 2, end=" ") - cos[i] = 0.5 / math.cos(a) - current_PI_By_N += step_Phase - print() - k = 0 - for x in range(step): - for i in range(half_N): - shift = k + prev_half_N - i - 1 - back[k + i] = front[k + i] + front[shift] - back[k + half_N + i] = (front[k + i] - front[shift]) * cos[i] - print ("xf coeff", N, j, i, x, "k/kh", k+i, k+half_N+i) - k += prev_half_N - temp = front - front = back - back = temp - j = j >> 1 - step = step << 1 - prev_half_N = half_N - - half_N = 2 - prev_half_N = 2 - j = 2 - - print("xform intermediate", front) - - while j < N: # Cycle of Out ButterFly - k = 0 - print ("out", j, N, step, half_N) - for x in range(step): - for i in range(half_N - 1): - back[k + (i << 1)] = front[k + i] - back[k + (i << 1) + 1] = (front[k + half_N + i] + - front[k + half_N + i + 1]) - print (" out", j, x, i, "k", k, - "k+i<<1", k+(i<<1), "hh1", k+half_N+i) - back[k + ((half_N - 1) << 1)] = front[k + half_N - 1] - back[k + (half_N << 1) - 1] = front[k + (half_N << 1) - 1] - k += prev_half_N - - temp = front - front = back - back = temp - j = j << 1 - step = step >> 1 - half_N = prev_half_N - prev_half_N = prev_half_N << 1 - - for i in range(N): - block[i] = front[i] #// Unload DCT coefficients - dN = 2.0 - #block[0] = block[0] / dN #// Compute DC. - - print("transform2 result", block) - return block - - def itersum_explore(vector, indent=0): idt = " " * indent n = len(vector) -- 2.30.2