1.Ha JT, Hiremath S, Jun M, et al. Hypoxia-Inducible Factor Prolyl Hydroxylase Inhibitors in Kidney Disease. NEJM Evid. 2024 Sep;3(9):EVIDoa2300189. doi: 10.1056/EVIDoa2300189. Epub 2024 Aug 26. PMID: 39186635. 医脉通是专业...
# -*-coding:UTF-8-*-fromodbAccessimport*frommathimportsqrt# 打开ODB文件odbName=session.viewports[session.currentViewportName].odbDisplay.name odb=session.odbs[odbName]assembly=odb.rootAssembly# 打印所有节点集的名称print("All node sets in the model:")fornodeSetNameinassembly.nodeSets.keys():prin...
关键基准与性能Phi-3-Vision-128K-Instruct的性能已在多个基准测试中进行了检验，包括ScienceQA、AI2D、...
from math import sqrt # 打开ODB文件 odbName = session.viewports[session.currentViewportName].odbDisplay.name odb = session.odbs[odbName] assembly = odb.rootAssembly # 打印所有节点集的名称 print("All node sets in the model:") for nodeSetName in assembly.nodeSets.keys(): print(nodeSetName)...
Notably, it achieves better performance compared to 25x larger Llama-2-70B model on muti-step reasoning tasks, i.e., coding and math. Furthermore, Phi-2 matches or outperforms the recently-announced Google Gemini Nano 2, despite being smaller in size. Of course, we acknowledge the current...
Large Language Models (LLMs) applications and tools running on Apple Silicon in real-time with Apple MLX. transformers llama mistral mlx phi llm Updated Jan 29, 2025 Python CrazyBoyM / phi3-Chinese Star 322 Code Issues Pull requests Phi3 中文仓库 phi llm llm-chinese phi3 phi3-chin...
https://math.stackexchange.com/questions/363918/expressing-int-tan-1tdt-as-a-power-series You can use the integration-by-parts formula to get the second: \begin{eqnarray*} \int_0^x\tan^{-1}tdt&=&t\tan^{-1}t\big|_0^x-\int_0^x\frac{t}{t^2+1}dt\\ ... How do you use ...
-MinervaMath[38]:评估各种主题的高级数学推理。我们使用准确性作为主要评价指标。准确性衡量的是正确预测...
📗 整理并开源指令微调数据集:firefly-train-1.1M 、moss-003-sft-data、ultrachat、 WizardLM_evol_instruct_V2_143k、school_math_0.25M。 📗 开源Firefly系列指令微调模型权重。 📗 在Open LLM Leaderboard上验证了QLoRA训练流程的有效性。 当前版本针对不同的chat模型的template进行了适配,代码存在较大的更...
Log In Sign Up Subjects Math Calculus Multiple integral Let \mathcal{D} = \Phi(\mathcal{R}), where \Phi(u,v) = (u^2, u+v) and \mathcal{R} = [4,9] \times...Question: Let D=Φ(R), where Φ(u,v)=(u2,u+v) ...