---
# System prepended metadata

title: PSG guide

---

---
title: 'PSG guide'
disqus: hackmd
dir: auto
---

[//]: # (CSS)

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format('woff');
    font-weight: 300;
    font-style: normal;
    font-display: swap;
}


h1 {
    background: white;
    color: rgb(0,97,168);
    font-family:'GE Dinar Two', monospace;
    font-size: x-large;
    text-align: center;
}

h2 {
    background: white;
    color: rgb(55,55,55);
    font-family:'GE Dinar Two', monospace;
    font-size: x-large;
    text-align: center;
}

p {
    background: white;
    color: rgb(55,55,55);
    font-family:'GE Dinar Two', monospace;
    font-size: large;
    text-align: right;
}



</style>

[//]: # (CSS end)

[//]: # (Refrences
More information about sequence diagrams syntax https://bramp.github.io/js-sequence-diagrams/.
More information about flow charts syntax http://flowchart.js.org/.
More information about graphviz syntax https://www.tonyballantyne.com/graphs.html
More information about mermaid syntax https://mermaid-js.github.io/mermaid/#/)


![](https://i.imgur.com/NVq1yB0.png)




دليل مجموعة حل المشاكل  
Problem Solving Group Guide
===

## مرحبا بكم | Welcome

 يهدف الدليل ليكون مرجع لكل ما يخص مجموعة حل المشاكل، إذا لم تمكن مسجلًا في المجموعة بعد فيمكنك التسجيل من هنا:-

[Meetup link](https://www.meetup.com/problem-solver/)



---


# المحتويات | Table of Contents


[TOC]

# لماذا نهتم؟ | ?Why to Care

صُنفت مهارة حل المشاكل كواحدة من أهم المهارات لهذه الحقبة، وذلك بحسب تصنيف المنتدى الإقتصادي العالمي[^1] 
ومجموعة أخرى من الدراسات.
<br />

كما أن الحال قد تغير عما كان عليه منذ السبيعنات وحتى العقد الأول من هذ القرن، فلقد تطورت المهارات المطلوبة في الإدارة لتنتقل من الإستراتيجية إلى التنفيذ واخيرًا إلى حل المشاكل المعقدة. وذلك لمواكبة التسارع في وتيرة التطور والتحولات في المنظمات والمؤسسات.

![fig.1](https://i.imgur.com/tI8F6qM.png)


# المشاركة | Participation

يمكن طلب تنظيم حدث على مجموعة meetup من خلال مراسلة المشرفين على المجموعة من خلال الرسائل الخاصة على الموقع أو من خلال النقاشات على صفحة المجموعة، ويتوقع نوعية المشاركات التالية:-
- دراسة حالة.
- إستعراض إداة لحل المشاكل.
- تلخيص موضوع معرفي.
- لقاء مع مختص.

# التعاريف | Definitions

## المشكلة | Problem
"
يمكن تعريف المشكلة على أنها أي موقف يُدرك فيه وجود فجوة بين ما هو 
وما يجب أن يكون
"

Van Gundy

## الموثوقية | Reliability
تُعرّف الموثوقية بأنها احتمال أن يؤدي منتج أو نظام أو خدمة وظيفتها المقصودة بشكل مناسب لفترة زمنية محددة و في بيئة محددة دون فشل.

## الفشل | Failure


# الأدوات | Tools

تتنوع الأدوات والمعارف 

## سته سيجما | Six Sigma

## الإدارة اللينة | Lean Managment

## تحليل البيانات | Data Analytics

![google's DA process](https://i.imgur.com/gqYPkbr.png)



##  تحليل الأسباب الجذرية | Root Cause Analysis

```mermaid

graph TD;
    
    subgraph  شجرة المنطق Logic Tree
    a[حادثة Event]--> b[طور الفشل Failure_Mode];
    b --> c[فرضية Hypothesis 1];
    b --> d[فرضية Hypothesis 2];
    b --> f[فرضية Hypothesis n];
    end
    
    subgraph المصطلحات Definitions
    g[هنا نحدد الواقعة وما نريد دراسته بالضبط] --> h[هنا نسرد الحقائق]
    h --> i[نضع كل الفرضيات المحتملة والتي قد تكون متوالية]
    
    end
    
    
    style f fill:#cf0000,color:#fff;
    click Event href "https://mermaidjs.github.io/"
```



[^1]: Future of Jobs: Employment, Skills and Workforce Strategy for the Fourth Industrial Revolution (World Economic Forum, 2016).



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