Dokumentation zu API Management
Protect an API by using OAuth 2.0 with Azure Active Directory and API Management - Video
Create an OpenAPI definition for a function
Integrate API Management in an internal VNET with Application Gateway
Read this article here: https://blocks.roadtolarissa.com/oliverheilig/d900c3ee3d51a8ba670b445f9968f336
Read this article here: https://blocks.roadtolarissa.com/oliverheilig/29e494c33ef58c6d5839
A visualization for the assignment of points to territories using voronoi cells.
This is done by visually merging the voronoi cells and clipping them with circluar buffers around the point. It's an alternative to the visualization with a convex hull around each particular point set, as it generates a partitioning without overlappings. You can view this sample on a map here.
I'm using Mike Bostock's wonderful D3 library to create the SVG. But rather than calculating the voronois with D3's function, i'm utilizing Raymond Hill's JavaScript implementation, as i couldn't find a way to get the corresponding regions for a cell edge. After finishing, i found that D3 allows the creation of TopoJson fom a vonoroi.topology, which may provide a more elegant way.
Grabbed the initia
The xServer internet token is an API-key used to authenticate and bill the requests.
If a client-application accesses xServer internet directly, the token can be sniffed by intercepting the traffic or looking into the code. However, the API-key cannot be used to access any security relevant customer data. If you don’t want to expose the token to the client, you can proxy the xServer internet access in your application server and inject your token here.
Here are two scenarios to create a proxy that injects an xServer internet token.
You can add a virtual host to proxy your xServer-Requests, by configuring the httpd-vhosts.conf. The xServer can be acessesed with the authentication of your WebServer then, while the requests are relayed and the token is injected.
// Calcluate airline distance for two mercator points. | |
// This approximation formula is sufficiently accurate for | |
// our needs for distances of up to 600 km and | |
// 80° latitude (the error is never more than 5% even for extreme values). | |
using System; | |
public class Program | |
{ | |
public static void Main() | |
{ |