/third_party/python/Lib/ |
D | statistics.py | 138 from math import hypot, sqrt, fabs, exp, erf, tau, log, fsum 352 total = fsum(count(data)) 354 total = fsum(data) 883 xbar = fsum(x) / n 884 ybar = fsum(y) / n 885 sxy = fsum((xi - xbar) * (yi - ybar) for xi, yi in zip(x, y)) 911 xbar = fsum(x) / n 912 ybar = fsum(y) / n 913 sxy = fsum((xi - xbar) * (yi - ybar) for xi, yi in zip(x, y)) 914 sxx = fsum((xi - xbar) ** 2.0 for xi in x) [all …]
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/third_party/ffmpeg/libavcodec/ppc/ |
D | h264chroma_template.c | 41 OP_U8_ALTIVEC(fsum, vfdst, vdst);\ 43 vec_st(fsum, 0, dst);\ 64 OP_U8_ALTIVEC(fsum, vfdst, vdst);\ 66 vec_st(fsum, 0, dst);\ 137 vec_u8 vdst, ppsum, vfdst, fsum; in PREFIX_h264_chroma_mc8_altivec() local 212 vec_u8 vdst, ppsum, vfdst, fsum; in PREFIX_no_rnd_vc1_chroma_mc8_altivec() local
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D | h264qpel_template.c | 128 vec_u8 sum, fsum; in PREFIX_h264_qpel16_h_lowpass_altivec() local 183 OP_U8_ALTIVEC(fsum, sum, vec_ld(0, dst)); in PREFIX_h264_qpel16_h_lowpass_altivec() 185 vec_st(fsum, 0, dst); in PREFIX_h264_qpel16_h_lowpass_altivec() 240 vec_u8 sum, fsum, srcP3; in PREFIX_h264_qpel16_v_lowpass_altivec() local 286 OP_U8_ALTIVEC(fsum, sum, vec_ld(0, dst)); in PREFIX_h264_qpel16_v_lowpass_altivec() 288 vec_st(fsum, 0, dst); in PREFIX_h264_qpel16_v_lowpass_altivec() 333 vec_u8 fsum, sumv, sum; in PREFIX_h264_qpel16_hv_lowpass_altivec() local 476 OP_U8_ALTIVEC(fsum, sum, vec_ld(0, dst)); in PREFIX_h264_qpel16_hv_lowpass_altivec() 478 vec_st(fsum, 0, dst); in PREFIX_h264_qpel16_hv_lowpass_altivec()
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/third_party/python/Doc/tutorial/ |
D | floatingpoint.rst | 195 Another helpful tool is the :func:`math.fsum` function which helps mitigate 203 >>> math.fsum([0.1] * 10) == 1.0
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/third_party/python/Lib/test/ |
D | test_statistics.py | 1276 self.assertApproxEqual(float(self.func(data)[1]), math.fsum(data), rel=2e-16) 2732 fsum = math.fsum 2740 total = max(fsum(xp), fsum(yp)) 2741 return fsum(map(min, xp, yp)) / total
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D | test_random.py | 11 from math import log, exp, pi, fsum, sin, factorial 985 return az ** (z-0.5) / exp(az) * sqrt2pi * fsum([
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D | test_math.py | 667 actual = math.fsum(vals) 687 self.assertEqual(msum(vals), math.fsum(vals))
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/third_party/python/Doc/library/ |
D | math.rst | 9 from math import fsum 108 .. function:: fsum(iterable) 115 >>> fsum([.1, .1, .1, .1, .1, .1, .1, .1, .1, .1])
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D | statistics.rst | 908 >>> from math import comb, fsum 909 >>> round(fsum(comb(n, r) * p**r * q**(n-r) for r in range(k+1)), 4)
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D | functions.rst | 1683 see :func:`math.fsum`\. To concatenate a series of iterables, consider using
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/third_party/python/Misc/NEWS.d/ |
D | 3.9.0a2.rst | 754 Fix a test for :func:`math.fsum` that was failing due to constant folding.
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/third_party/mesa3d/docs/relnotes/ |
D | 21.2.0.rst | 2270 - lavapipe: fix fsum with swizzle 4664 - llvmpipe: fix nir dot products (fsum op)
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D | 21.0.0.rst | 918 - gallivm/nir: add fsum support
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D | 21.3.0.rst | 3729 - llvmpipe: fix nir dot products (fsum op)
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/third_party/python/Doc/whatsnew/ |
D | 2.6.rst | 2102 * :func:`~math.fsum` adds up the stream of numbers from an iterable,
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