Capel, David, and Andrew Zisserman. "Computer vision applied to super resolution." Signal Processing Magazine, IEEE 20, no. 3 (2003): 75-86. 简介 超分辨率重建的目的是使用一组低分辨率的图像来估计一副高分辨率图像.重建主要通过两个步骤来完成:配准低分辨率的图片组到一个公共的坐标系,然后使用图像的生成模型(generative image model
一起啃PRML - 1.1 Example: Polynomial Curve Fitting @copyright 转载请注明出处 http://www.cnblogs.com/chxer/ 前言:真是太糟糕了,本地的公式和图片粘上来全都喂汪了... We begin by introducing a simple regression problem, 用一个例子穿起这些零碎的知识点. 回顾最前面的Mathematical Notation: A superscript T denotes
排序:nlogn 二分查找:logn <-- 利用单调性,查n次,每次logn Multiply the following pairs of polynomials using at most the prescribed numberof multiplications of large numbers (large numbers are those which depend on thecoefficients and thus can be arbitrarily large). Hi
1 Fundamentals A polynomial is either zero, or can be written as the sum of one or more non-zero terms. The number of terms is finite. A term consist of a constant coefficient and a monomial, that is, the product of zero or more variables. Each varia
public class Test { public static void main(String [] args){ Plate<? extends Fruit> p = new Plate<Apple>(new Apple()); Food food = p.get(); Fruit fruit = p.get(); //ERROR // p.set(new Fruit()); // p.set(new Orange()); // p.set(new Apple()); //
Write a program to find the nth super ugly number. Super ugly numbers are positive numbers whose all prime factors are in the given prime list primes of size k. For example, [1, 2, 4, 7, 8, 13, 14, 16, 19, 26, 28, 32] is the sequence of the first 12
https://en.wikipedia.org/wiki/Time_complexity#Polynomial_time An algorithm is said to be of polynomial time if its running time is upper bounded by a polynomial expression in the size of the input for the algorithm, i.e., T(n) = O(nk) for some consta
写在前面 原始视频(30fps) 补帧后的视频(240fps) 本文是博主在做实验的过程中使用到的方法,刚好也做为了本科毕设的翻译文章,现在把它搬运到博客上来,因为觉得这篇文章的思路真的不错. 这篇文章的简要思路:整个网络由两个U-Net构成,第一个U-Net负责计算光流,第二个U-Net负责矫正光流(有点借鉴了残差的意思),从而对视频进行补帧. 参考资料: 原文: Super SloMo: High Quality Estimation of Multiple Intermediate Fra
1. Main Point 0x1:行文框架 第二章:我们会分别介绍NNs神经网络和PR多项式回归各自的定义和应用场景. 第三章:讨论NNs和PR在数学公式上的等价性,NNs和PR是两个等价的理论方法,只是用了不同的方法解决了同一个问题,这样我们就形成了一个统一的观察视角,不再将深度神经网络看成是一个独立的算法. 第四章:讨论通用逼近理论,这是为了将视角提高到一个更高的框架体系,通用逼近理论证明了所有的目标函数都可以拟合,换句话说就是,所有的问题都可以通过深度学习解决.但是通用逼近理论并没有告诉