Matthias Minihold
Fakultät für Mathematik » CITS » Mitarbeiter

Research Interests

Fully Homomorphic Encryption (FHE)

*) Studying prevalent Fully Homomorphic Encryption schemes, primitives they build upon and their applications
*) Defining minimal requirements for practical FHE usage in i.e. in the Cloud-Storage setting
*) Studying limits on the functionality and practicality of FHE based solutions for various use-cases

The Subset-Sum Problem
*) Probabilistic methods to solve hard instances

Easy to use online privacy tools in digital everyday life
*) Deploying best practices in times of ubiquitous tracking and profiling
*) Discussing the impact of crypto-technology on the (unheeding?) society

Teaching: (@RUB)

Winter term 2016/17


Summer term 2016

Presentations
Date Topic Setting
2016-09-22 The Subset-Sum Problem ECRYPT-NET Cloud Summer School (link...)
2016-07-14 The Subset-Sum Problem Cryptography Design for the Internet of Things (link...)
2015-09-17 Linear Codes and Applications in Cryptography RUB-Oberseminar (link...)

My PGP Fingerprint

You're welcome to send an (encrypted) eMail to me. Find HowTo's for Thunderbird, Webmail, Outlook users here.


Key-TypeKey-IDUser-IDFingerprint
GnuPG/PGP0x5A44531DMatthias.Minihold8BF9 338E 4064 C10F C62A 5B92 CAF9 B773 5A44 531D


Here's two more alternative encodings to verify the fingerprint (i.e. on a mobile device):

Fingerprint: 8BF9 338E 4064 C10F C62A 5B92 CAF9 B773 5A44 531DCompare with the according PGP Word List of the above fingerprint byte sequence:
obtuse Waterloo chisel microwave crackdown getaway snapline atmosphere southward chambermaid erase misnomer spellbind Waterloo seabird hurricane enlist designing dwelling breakaway


Publications