Abstract. The conic sections and circles play a fundamental role in CAD/CAM applications. Undoubtedly one of the greatest advantages of NURBS is their capability of precisely representing conic sectio
转载
2021-08-17 13:53:53
375阅读
Abstract. Rational Bezier Curve can represent conic curves such as circle, ellipse, hyperbola, .etc. But how to convert a conic curve to BSpline curve is still question, i.e. Represent a conic curve i
转载
2021-08-17 13:54:07
283阅读
Abstract. Rational Bezier Curve can represent conic curves such as circle, ellipse, hyperbola, .etc. But how to convert a conic curve to BSpline curve is still question, i.e. Represent a conic curve i
转载
2021-08-17 13:54:24
259阅读
周一到周五,每天一篇,北京时间早上7点准时更新~Curves(曲线)Ifmovingeverythingalongastraightlinebetweentwopointsisallwewantedtodo,thenthiswouldbeenough.However,intherealworld,objectsmoveinsmoothcurvesandaccelerateanddecelerate
翻译
2019-08-13 11:31:45
2023阅读
点赞
转载
2020-11-18 00:39:00
109阅读
2评论
转自:https://sighack.com/post/chaikin-curves In this post, we’ll look at what Chaikin curves are, how to implement them in Processing as well as some wa
转载
2019-11-19 14:19:00
210阅读
2评论
Abstract. This paper is concerned with parametric curves and surfaces definitions, such as singular point and regular point and their application in OpenCascade. The two most common methods of represe
转载
2021-08-17 13:53:21
520阅读
The conic sections are the n
原创
2022-11-10 01:11:40
60阅读
分布式系统(distributed system)正变得越来越重要,大型网站几乎都是分布式的。分布式系统的最大难点,就是各个节点的状态如何保持一致。CAP理论是在设计分布式系统的过程中,处理数据一致性问题时必须考虑的理论。一、什么是CAP理论CAP即:Consistency(一致性)Availability(可用性)Partition tolerance(分区容忍性)这三个性质对应了分布式系统的三
搭建过程中遇到的问题这一节主要记录一下我在搭建Flutter开发环境的过程中遇到的几个问题以及解决方法Flutter插件与Android studio版本不兼容问题在Android Studio的插件列表里找到Flutter插件,然后安装的时候有个提示‘Plugin ‘Flutter’ is incompatible with this installation’,意思是说要安装的flutter插
转载
2024-10-10 18:04:38
36阅读
PR曲线和ROC曲线是数据挖掘中2个常见的评估指标(对于二分器而言),理解如下:一、pr曲线:1)y轴为precision,x轴为recall。2)pr曲线上各个取值为当前p下,样本判断结果:大于p的为正样本,反之为负样本。3)pr曲线从左到右的取值点,为p值降序下的锚点。4)随着p值降低,越多样本判为正样本,recall不断增大,而precision则计算大于p的那些样本的precision(给
转载
2024-09-14 09:39:59
18阅读
# Python中Learning Curves
在机器学习中,Learning Curves(学习曲线)是一种用于评估模型性能和训练数据量之间关系的工具。学习曲线显示了随着训练数据量的增加,模型在训练集和验证集上的性能变化情况。通过分析学习曲线,我们可以了解模型的过拟合或欠拟合情况,有助于调整模型的参数以提高性能。
## 如何绘制Learning Curves
在Python中,我们可以使
原创
2024-05-01 04:12:03
22阅读
Training an algorithm on a very few number of data points (such as 1, 2 or 3) will easily have 0 errors because we can always find a quadratic curve t
转载
2020-09-25 15:29:00
150阅读
2评论
一、粒子系统的创建和操作方式 GameObject->CreateOther->ParticleSystem创建粒子系统 或者直接在结构窗口Create->ParticleSystem创建粒子系统 也可以在物体中以组件的形式来AddC
转载
2024-09-10 12:34:03
108阅读
Error Curves 思路:这个题的思路和上一个题的思路一样,但是这个题目卡精度,要在计算时,卡到1e-9。
转载
2017-10-26 22:01:00
67阅读
2评论
Abstract. Although polynomials offer many advantages, there exist a number of important curve and surface types which cannot be represented precisely using polynomials, e.g., circles, ellipses, hyperb
转载
2021-08-17 13:55:11
701阅读
所谓样条曲线是指给定一组控制点而得到一条曲线,曲线的大致形状由这些点予以控制,一般可分为插值样条和逼近样条两种,插
原创
2023-11-07 11:26:36
235阅读
锥形渐变–语法IE暂不支持conic-gradient( [ from <
转载
2022-07-12 16:30:24
223阅读
window.onload = function() { var canvas = document.getElementById("canvas"), context = canvas.getContext("2d"); context.beginPath(); c...
转载
2015-03-19 22:00:00
82阅读
2评论
非常巧妙,我领悟了半天才明白,赞叹赞叹!
原创
2022-12-27 00:01:37
850阅读