Scaling with Microservices and Vertical Decomposition – dev.otto.de https://dev.otto.de/2014/07/29/scaling-with-microservices-and-vertical-decomposition/

Scaling with Microservices and Vertical Decomposition的更多相关文章

  1. HTML5资料

    1 Canvas教程 <canvas>是一个新的用于通过脚本(通常是JavaScript)绘图的HTML元素.例如,他可以用于绘图.制作图片的组合或者简单的动画(当然并不那么简单).It ...

  2. Video for Linux Two API Specification revision0.24【转】

    转自:http://blog.csdn.net/jmq_0000/article/details/7536805#t136 Video for Linux Two API Specification ...

  3. 什么是微服务 Martin Fowler的microservices

    https://martinfowler.com/articles/microservices.html https://martinfowler.com/microservices/ 微服务,最早由 ...

  4. Microservices

    Microservices What are Microservices? What are Microservices - microservices.io Microservices - mart ...

  5. A Brief History of Scaling LinkedIn

    原文地址 LinkedIn started in 2003 with the goal of connecting to your network for better job opportuniti ...

  6. We Recommend a Singular Value Decomposition

    We Recommend a Singular Value Decomposition Introduction The topic of this article, the singular val ...

  7. [转载]We Recommend a Singular Value Decomposition

    原文:http://www.ams.org/samplings/feature-column/fcarc-svd Introduction The topic of this article, the ...

  8. Securing Spring Cloud Microservices With OAuth2

    From Zero to OAuth2 in Spring cloud Today I am presenting hours of research about a (apparently) sim ...

  9. 131.006 Unsupervised Learning - Feature Scaling | 非监督学习 - 特征缩放

    @(131 - Machine Learning | 机器学习) 1 Feature Scaling transforms features to have range [0,1] according ...

随机推荐

  1. HDU——2083找单词（母函数）

    找单词 Time Limit: 1000/1000 MS (Java/Others) Memory Limit: 32768/32768 K (Java/Others) Total Submissio ...

  2. SPOJ GSS5 Can you answer these queries V ——线段树

    [题目分析] GSS1上增加区间左右端点的限制. 直接分类讨论就好了. [代码] #include <cstdio> #include <cstring> #include & ...

  3. FZU 2020 :组合 【lucas】

    Problem Description 给出组合数C(n,m), 表示从n个元素中选出m个元素的方案数.例如C(5,2) = 10, C(4,2) = 6.可是当n,m比较大的时候,C(n,m)很大! ...

  4. Morris Traversal 方法遍历二叉树（非递归、不用栈，O（1）空间）

    http://www.cnblogs.com/AnnieKim/archive/2013/06/15/MorrisTraversal.html

  5. mysql解压之后的安装

    远程连接报错(error:10061)看这篇:https://www.cnblogs.com/zipon/p/5877820.html 从5.6.20之后root会自动生成一个随机密码在/root/. ...

  6. 【BZOJ2049】洞穴勘测（LCT）

    题意:一张图,要求支持以下操作: 1.加边 2.删边 3.询问两点之间是否联通 100%的数据满足n≤10000, m≤200000 思路:LCT裸题,不需要维护任何信息 ..,..]of longi ...

  7. Cucumber Vs RobotFramework

    I asked this same question a little over a year ago on this list when we were at your stage. Before ...

  8. scanf printf函数返回值

    1. scanf 函数是有返回值的,它的返回值可以分成三种情况  1) 正整数,表示正确输入参数的个数.例如执行 scanf("%d %d", &a, &b);   ...

  9. 再看c语言之getchar/putchar

  10. xrandr

    ubuntu 外接显示器 xrandr常用命令(这里的VGA与LVDS分别换成第1步中的设备名,如VGA1.LVDS1): xrandr --output VGA --same-as LVDS --a ...