Spine_DYN3M

Individualized Morphological Analysis of the Human Spine

The causes of lower back pain (LBP) are still not fully understood. One essential part of a better understanding might be the association of LBP,  spinal morphology, and...

Individualized Morphological Analysis of the Human Spine
Egytian

Ancient Egytian

The linguistic abilities of scribes writing in Egyptien de Tradition has been severely contested. The underlying assumptions on the evolutionary process of languages are...

Ancient Egytian
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Math-Powered Drug Design

This project aims at the creation of a MATH+ success story around the mathematics of drug design. It proposes a new drug design strategy for G-protein coupled receptors...

Math-Powered Drug Design
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Elastic Shape Analysis on Manifolds

This project deals with spaces of manifold-valued curves and associated shape spaces, and is based on Riemannian tools for elastic shape analysis. We plan to study...

Elastic Shape Analysis on Manifolds
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CTcoral

CTcoral is a co­oper­a­tion pro­jet with the MARUM institute in Bremen.Con­tact per­son at MARUM: Jürgen TitschackFrame­work-form­ing cold-wa­ter cor­als (CWC) are im...

CTcoral
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Manifold-Valued Graph Neural Networks

Geometry-aware, data-analytic approaches improve understanding and assessment of pathophysiological processes. We will derive a new theoretical framework for deep neural...

Manifold-Valued Graph Neural Networks
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Mathematical Research Data Initiative - TA4

The Mathematics Research Data Initiative (MaRDI) is one of the consortia within the National Research Data Infrastructure (NFDI). It aims to make mathematical research...

Mathematical Research Data Initiative - TA4
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Quantum metrology (SEQUME)

The project “Single and entangled photon sources for quantum metrology (SEQUME)” is a EU / EMPIR funded collaborative project.

Quantum metrology (SEQUME)
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MATH+ AA2-16

The project "Tailored entangled photon sources for quantum technology" is a project (04/2022-03/2025) within Application Area 2 (Materials, Light, Devices) of the Berlin...

MATH+ AA2-16
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Symmetric Line Planning

In this project, we concern ourselves with line plan optimization on a symmetric city model. We evaluate whether and how often asymmetric solutions can occur despite the...

Symmetric Line Planning
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FONDA B4

As part of the Collaborative Research Center FONDA, ZIB is involved in the subproject "B4: Exploiting Software-Defined Networks for Efficient Data Management in Next...

FONDA B4
Graph

Concentration Effects and Collective Variables in Agent-Based Systems

Agent-based models (ABMs) are often high-dimensional and complex, making simulations costly and formal analysis hard. Low-dimensional model reduction is hence of great...

Concentration Effects and Collective Variables in Agent-Based Systems
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BerDiBa

A reliable, always available, fast, eco-friendly, cost-efficient, and secure public transport is essential for a high quality of life in cities as well as the development...

BerDiBa
WILSON LEARN

WILSON-LEARN

Railway transportation is one of the major transport modes for industrial goods. Nevertheless, a lack of train drivers can be observed throughout Europe, which slows down...

WILSON-LEARN
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A Soft-Correspondence Approach to Shape Analysis

Despite many advances, frameworks for geometric morphometry still rely on point-to-point correspondences between shapes, either explicitly in form of homologous landmarks...

A Soft-Correspondence Approach to Shape Analysis
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In-vivo forces and musculoskeletal loading conditions in human fracture healing

IntroductionThe stabilization of bone parts during surgical fracture treatment plays a crucial role in the bone healing process. Research shows that applying small...

In-vivo forces and musculoskeletal loading conditions in human fracture healing
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Integrating data for tooth implants

Stability and longevity of tooth implants not only depend on the chosen implant type and its insertion but  also on individual bite forces and bone density. We estimate...

Integrating data for tooth implants
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The Tropical Geometry of Periodic Timetables

The Tropical Geometry of Periodic Timetables brings together the mathematical optimization of periodic timetables, a key problem in the planning of public transportation...

The Tropical Geometry of Periodic Timetables
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MATH+ AA2-14

The project Chiral light-matter interaction for quantum photonic devices (AA2-14*, 01/2021-12/2021) is a project within Application Area 2 (Materials, Light, Devices) of...

MATH+ AA2-14
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Electric Bus Scheduling

A major obstacle to the electrification of public bus networks yet to be solved in a satisfactory manner is the electric bus scheduling problem. Contrary to diesel buses...

Electric Bus Scheduling