Meeting time:   2016.May.31 1:00~2:00

Chairperson:    Kirill Zaitsev, from Mirantis

Meeting summary:

1.Action Item Review

update the wiki to mention new CPLs.

kzaitsev_mb ping stable reviewers to review the backports.

2.Murano packages move into murano-apps

the idea is to leave murano-core team as part of the murano-app-core.

i believe that murano-apps should contain only small apps that demonstrate murano capabilities. Everything else should be somewhere else under someone else responsibility in the long term.

												

Murano Weekly Meeting 2016.05.31的更多相关文章

  1. Murano Weekly Meeting 2016.05.24

    Meeting time: 2016.May.24 1:00~2:00 Chairperson:  Kirill Zaitsev, from Mirantis Meeting summary: 1.A ...

  2. Murano Weekly Meeting 2016.05.17

    Meeting time: 2016.May.17 1:00~2:00 Chairperson:  Kirill Zaitsev, from Mirantis Meeting summary:   1 ...

  3. Murano Weekly Meeting 2016.05.10

    Meeting time: 2016.May.10 1:00~2:00 Chairperson:  Serg Melikyan, from Mirantis Meeting summary: 1. m ...

  4. Murano Weekly Meeting 2016.07.19

    Meeting time: 2016.July.19 1:00~2:00 Chairperson:  Kirill Zaitsev, from Mirantis Meeting summary: 1. ...

  5. Murano Weekly Meeting 2016.07.05

    Meeting time: 2016.July.05 1:00~2:00 Chairperson:  Kirill Zaitsev, from Mirantis Meeting summary: 1. ...

  6. Murano Weekly Meeting 2016.08.23

    Meeting time: 2016.August.23 1:00~2:00 Chairperson:  Kirill Zaitsev, from Mirantis Meeting summary: ...

  7. Murano Weekly Meeting 2016.08.16

    Meeting time: 2016.August.16 1:00~2:00 Chairperson:  Kirill Zaitsev, from Mirantis Meeting summary: ...

  8. Murano Weekly Meeting 2016.08.09

    Meeting time: 2016.August.09 1:00~2:00 Chairperson:  Kirill Zaitsev, from Mirantis Meeting summary: ...

  9. Murano Weekly Meeting 2016.07.12

    Meeting time: 2016.July.12 1:00~2:00 Chairperson:  Kirill Zaitsev, from Mirantis Meeting summary: 1. ...

随机推荐

  1. Java50道经典习题-程序27 求素数

    题目:求100之内的素数分析:素数即除了1和它本身以外不再有其他因数,最小的素数是2 判断一个数n是否是素数的方法:将n分别与2到(n+1)/2取余,若有一个值为0,则n就不为素数,反之为素数 pub ...

  2. 类的继承与super()的意义以即如何写一个正确的异常类

    这些东西都是我看了许多名师课程和自己研究的成果,严禁转载,这里指出了如何正确的自己定义一个异常类并看一看sun写的java的源代码话题一:子类的构造器执行是否一定会伴随着父类的构造执行? 1.this ...

  3. python3如何打印进度条

    Python3 中打印进度条(#)信息: 代码: import sys,time for i in range(50): sys.stdout.write("#") sys.std ...

  4. 在PowerShell中操作SharePoint对象

    1. 用PowerShell创建一个SharePoint内容对象创建一个自定义列表:$SPSite = New-Object Microsoft.SharePoint.SPSite("htt ...

  5. memcache_helper

    class memcache_helper extends memcache { private $host = "127.0.0.1"; private $port = &quo ...

  6. PHP删除目录下包含某个字符串的全部文件

    //获取全部的路径 function tree(&$arr_file, $directory, $dir_name='') { $mydir = dir($directory);    whi ...

  7. 勤哲Excel服务器人力资源管理系统

    “一个和尚挑水吃,两个和尚抬水吃,三个和尚没水吃!”,这则古老寓言之于现代企业管理而言,相当有意义.在现代企业管理中,类似三个和尚没水吃的管理难题是普遍存在的.如何有效破解?还是得从管理下手,从建立管 ...

  8. IP 分段 子网掩码

    子网掩码分网段 例如 200台机器分成4个子网 [ ip 段 ] 200台机器,4个子网,那么就是每个子网50台机器,设定为192.168.10.0,C类的IP,大子网掩码应为255.255.255. ...

  9. UVA12558 Egyptian Fractions (HARD version)(埃及分数)

    传送门 题目大意 给出一个真分数 a/b,要求出几个互不相同的埃及分数(从大到小),使得它们之和为 a/b (埃及分数意思是分子为1的分数,详见百度百科) 如果有多组解,则分数数量少的优先 如果分数数 ...

  10. 封装OkHttp,通过改造Callback接口实现

    1:实现Callback回调接口import android.os.Handler;import android.os.Looper;import android.os.Message; import ...