Data-driven technologies and ethical perspectives Ny
Workplace studies, Tech in the trenches of society, Future of work - AI and automation for decision-support in public services, especially focusing on data work. - Smart cities, sensor technologies and sensed environments
Mobile Interaction Ny
Interested in projects that improve how people engage in everyday task and communicate with each other on the go? ex. Improving entry of flag emoji through a custom hierarchical keyboard for phones.
Project Idea: Shortest Paths Ny
Shortest paths is a classical problem in computer science which has found numerous practical applications. Real-life networks such as road maps - algorithms and data structures are needed for solving the shortest path problem.
Project Idea: Minimum Cut Ny
The minimum cut problem (mincut) asks for a way to cut the smallest number of edges to disconnect the graph. There are many recent advances on this problem, e.g. sequential algorithms, parallel algorithms and streaming algorithms.
Studying the role of LPMOs in the human pathogen Cryptococcus neoformans
Do you want to help in understanding the role of LPMO enzymes in a human pathogenic fungus? We know they are crucial for infecting mammals, but we know very little about the expression and mechanism of these enzymes.
Flashing comb jellyfish - why and how? Ny
Many marine species - perhaps the majority - are bioluminescent. Much of the biology and biochemistry surrounding the function and chemistry of this phenomenon remain a mystery.
Worms and germs: Gut microbiome – Parasite interactions Ny
Get hands-on experience with gut microbiome modulation and stimulation using animal models (insects and minipig) as part of an Innovation Fund Denmark project.
Projects in Software Engineering and Law Ny
We create theories and tools ensuring that IT applications behave in a lawful way, preserving (human) rights and guaranteeing that obligations are fulfilled.
Project Idea: Solving 0-1 integer linear programs Ny
A 0-1 integer linear program (ILP) is a collection of linear constraints a1x1 + a2x2 + . . . anxn ≥ A where all ai and A are integers and the variables xi can only take values 0 or 1.