The KVM Hypervisor

Introduction

This guide explains how to use the KVM hypervisor through its API directly without using any third party library or software such as libvirt, qemu etc.

A brief explanation of how the KVM system exposes itself is presented below. KVM hypervisor provides 4 types of ioctl or input/output controls. They are a logical hierarchy of what you would expect a hypervisor system to do. First you have system calls, which you can use to create a virtual machine. Once created you will receive a path or file descriptor to that VM which can be used to issue Virtual Machine Calls. After the VM is created, you will similarly receive a file descriptor. You can use this file descriptor as an address to issue both Virtual CPU calls and device calls.

System Calls

These query and set global attributes which affect the whole kvm subsystem. In addition a system ioctl is used to create virtual machines.

Virtual Machine Calls

These query and set attributes that affect an entire virtual machine, for example memory layout. In addition a VM ioctl is used to create virtual cpus (vcpus) and devices.

Virtual CPU Calls

These query and set attributes that control the operation of a single virtual cpu.

Device Calls

These query and set attributes that control the operation of a single device.

Comments

Beware: Those who use chatGPT for their exams or work!

ChatGPT struggles with prime numbers! While trying to understand how the public private key cryptographic architecture works using chatGPT, I asked what is a coprime number after chatgpt explained its use in the said architecture. Here is the response in all its glory: Two numbers are said to be coprime (or relatively prime) if they have no common prime factors other than 1. In other words, their greatest common divisor (GCD) is 1. For example: 8 and 15 are coprime because their only common factor is 1. 14 and 15 are coprime because they share no common factors other than 1. 10 and 21 are not coprime because they both have 1 as a common factor. Looking at the first and then the last example which is supposed to be a counter-example as to what is not a coprime number, we can clearly see that chatgpt gives the same reason for each case i.e they only have 1 as a common factor. After further investigation, chatgpt replies: Apologies for the confusion. You're correct. 10 and 21 do not h...

Good Game: Dice City

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