Entity Framework Tutorial Basics(9):Entity Relationships
这篇前面已经转载出来了,地址:http://www.cnblogs.com/purplefox2008/p/5646466.html
Entity Framework Tutorial Basics(9):Entity Relationships的更多相关文章
- Entity Framework Tutorial Basics(3):Entity Framework Architecture
Entity Framework Architecture The following figure shows the overall architecture of the Entity Fram ...
- Entity Framework Tutorial Basics(10):Entity Lifecycle
Entity Lifecycle: Before we work on CRUD operation (Create, Read, Update, Delete), it's important to ...
- Entity Framework Tutorial Basics(1):Introduction
以下系列文章为Entity Framework Turial Basics系列 http://www.entityframeworktutorial.net/EntityFramework5/enti ...
- Entity Framework Tutorial Basics(31):Migration from EF 4.X
Migration from Entity Framework 4.1/4.3 to Entity Framework 5.0/6.0 To migrate your existing Entity ...
- Entity Framework Tutorial Basics(4):Setup Entity Framework Environment
Setup Entity Framework Environment: Entity Framework 5.0 API was distributed in two places, in NuGet ...
- Entity Framework Tutorial Basics(43):Download Sample Project
Download Sample Project: Download sample project for basic Entity Framework tutorials. Sample projec ...
- Entity Framework Tutorial Basics(42):Colored Entity
Colored Entity in Entity Framework 5.0 You can change the color of an entity in the designer so that ...
- Entity Framework Tutorial Basics(41):Multiple Diagrams
Multiple Diagrams in Entity Framework 5.0 Visual Studio 2012 provides a facility to split the design ...
- Entity Framework Tutorial Basics(37):Lazy Loading
Lazy Loading: One of the important functions of Entity Framework is lazy loading. Lazy loading means ...
随机推荐
- BZOJ - 3631 松鼠的新家 (树链剖分)
题目链接 树链剖分基础题,路径权值修改+差分 #include<bits/stdc++.h> using namespace std; typedef long long ll; ; in ...
- UVA - 10934 Dropping water balloons (dp,逆向思维)
题目链接 题目大意:给你n个规格一样的气球和一栋大楼的高度,求最少试验几次能测出气球最高在哪一层掉下来不破. 如果这道题想用(dp[i][j]=用i个气球测出j高度的楼需要几次)来作为状态的话,那你就 ...
- [Luogu2371][国家集训队]墨墨的等式
luogu 题意 给出\(n,a_i,B_{min},B_{max}\),求使得\(a_1x_1+a_2x_2+...+a_nx_n=B\)存在一组非负整数解的\(B\in[B_{min},B_{ma ...
- ACM学习历程—SNNUOJ1213 加油站问题(动态规划 || 数学)
题目链接:http://219.244.176.199/JudgeOnline/problem.php?id=1213 这是这次微软实习面试的一道题,当时只相出了一个2n的做法,面试官让我优化成n的做 ...
- hadoop-hbase学习笔记
create "t",{NAME=>"t_id"},{NAME=>"t_vl"} describe "t" ...
- Web打印的处理 方案之普通报表打印
做过许多 的Web项目,大多数在打印页面内容的时刻 ,采用的都是议决 Javascript调用系统内置的打印要领 执行 打印,也就是调用 PrintControl.ExecWB(?,?)实现直接打印和 ...
- Angular5学习笔记 - 配置Http(七)
一.引入Http模块 编辑\src\app\app.module.ts文件 import { HttpModule } from '@angular/http'; /* 注册模块 */ imports ...
- (转)C#特性详解
本文转载自:http://www.cnblogs.com/rohelm/archive/2012/04/19/2456088.html 特性提供功能强大的方法,用以将元数据或声明信息与代码(程序集.类 ...
- java的reflection和introspector
JAVA反射机制是在运行状态中,对于任意一个类,都能够得到这个类的所有属性和方法:对于任意一个对象,都能够调用它的任意一个方法:这种动态获取的信息以及动态调用对象的方法的功能称为java语言的反射机制 ...
- rails的respond to format
Here are all the default Rails Mime Types: "*/*" => :all "text/plain" => : ...