The values taken by --type=bool git-config[1], like yes and off, are all accepted. Giving a boolean option without =<value> is equivalent to giving it with =true. If you add a + (plus sign) after % of a placeholder, a line-feed is inserted immediately before the expansion if ...
12 J. JOHANNES The estimation of the deconvolution density using a wavelet decomposition is studied in Pensky and Vidakovic [34], Fan and Koo [13] and Bigot and Van Bellegem =-=[1]-=-, while Hall and Qiu [16] have proposed a discrete Fourier series expansion. A penalization and ...
RCP Client: - Locale bugfix - Tree auto-expansion for code units - MOTD facility - Styling options (colors and font) - Better error handling - Provide more hints to floating clients Core: - Enum class identifiers - Support expansion for tree documents Analysis plugins: - Adobe PDF plugin (...
Note that if an object claims to be encoded in X and we are outputting in X, we will output the object verbatim; this means that invalid sequences in the original commit may be copied to the output. --expand-tabs=<n> --expand-tabs --no-expand-tabs Perform a tab expansion (...
将第一步的(1+f)进行计算，其结果因范围控制得比较小，所以很容易近似到一个很精确的值。计算方法：取中间代换变量s = {f\over 2 + f}（为什么这么代换呢？因为泰勒对\ln(x)函数的展开在x接近1的时候最好），则有泰勒展开：\begin{aligned} \ln (1+f) &= \ln(1+s) - \ln(1-s)\\ &=2s +...
If you add a ` ` (space) after '%' of a placeholder, a space is inserted immediately before the expansion if and only if the placeholder expands to a non-empty string. * 'tformat:' + The 'tformat:' format works exactly like 'format:', except that it provides "terminator" ...
title = 'Taylor Series Expansion for log(1 +e^x)' plt.show() 我想这两种选择都能帮你找到你需要去的地方。 好了,现在谈另一个问题。您在稍作修改后清楚地指出,日志(1 +e^x)是您的首选。但其他人没能通过嗅觉测试。e^x随着多项式度的变化而剧烈摆动。由于算法的模糊性和很少人能从概念...
200 CPW • 2 GB to 64 GB memory • 1 to 546 disk drives - 39TB of capacity • Up to 12 I/O expansion towers/drawers via High Speed Link • Up to 173 PCI-X slots, 320 WAN lines, 128 LANs • Integrated Ethernet LAN and disk controllers • Integrated DVD-ROM or DVD-...
38, Eq. (3) is linearized by one-term Taylor series expansion: $$L(\beta ,\lambda ) \approx \left\{ {\frac{1}{2n}\sum_{i = 1}^{n} {(Z_{i} - X_{i} \beta )}^{\prime } W_{i} (Z_{i} - X_{i} \beta ) + \lambda \left( {\sum_{j}^{p} {\left( {\...
if (fabs(x) > 1e-4) { // x is large enough that the obvious evaluation is OK return log(1.0 + x); } return(x * (x * (2 * x - 3) + 6)) / 6; } 1. 2. 3. 4. 5. 6. 7. 8. 9. 这时有效数字提升到了12位,我们又前进了一步。