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Ongoing Doctoral projects of AICES fellows

  • Manuel Allhoff:
    		•  Efficient Algorithms for Motif Discovery on Genomic Signals
  • Bahodir Ahmedov:
    		•  Optimizations of Approximation Models for solving Kinetic Equations and their Applications
  • Rohit Atre:
    		•  Combining Static and Dynamic Analysis for Parallelism Discovery
  • Eduard Bader:
    		•  Model Order Reduction for Shape Optimization with Partial Differential Equations
  • Aravind Balan:
    		•  A New Spectral Difference Method for Conservation Laws Using Raviart-Thomas Elements
  • Malak Baydoun:
    		•  Simulation of Bone with the Extended Finite Element Method (XFEM)
  • Lucas Beyer:
    		•  High-Performance Density Functional Theory
  • David Böhme:
    		• Characterization of Computation and Communication Imbalance in Parallel Applications
  • Callum Corbett:
    		•  Efficient Contact Formulations for Adhesion Between Deformable Solids
     supported by DFG Emmy Noether program
  • Thang Xuan Duong:
    		•  Computational Determination of Effective Nanoscale Friction Models for Adhesive Contact Using Reduced Order Methods
  • Diego Fabregat:
    		•  Knowledge-based Automatic Generation of Algorithms and Code
  • Rolf Isele-Holder:
    		•  Structure and Dynamics of Liquid-Liquid and Liquid-Solid Interfaces
  • Simin Huang:
    		•  OED in Reservoir Engineering
  • Mark Kärcher:
    		•  Reduced Basis A Posteriori Error Estimation for PDE-Constrained Optimization
  • Nina Kusch:
    		•  Model Identification for Tumor Drug Response Mechanisms
  • Markus Krauß:
    		•  Bayesian Approach to the Deconvolution of Systems vs. Probe Properties
  • Michael Lenz:
    		•  Development of Model Based Biomarkers for Automatic Cell Selection And Quality Control of Induced Pluripotent Stem Cells
  • Janine Mergel:
    		•  Self-Cleaning of Gecko Setae
    supported by DFG Emmy Noether program
  • Amir Abolhasani Niazi:
    		•  Thermodynamics of Densely Charged Media
  • Robert O’Connor:
    		•  Reduced Basis Methods for Feedback and Adaptive Control
  • Muhammad Osman:
    		•  Continuum Mechanical Modeling and Simulation of Self-Cleaning Surface Mechanics due to Microstructural Surface Effects
    supported by DFG
  • Zongrui Pei:
    		•  Direct and Inverse Combinatorial Materials Design Aimed at Ductile MG-Based Multi-Component Employing ab initio Methods
    supported by AICES
  • Elmar Peise:
    		•  Performance Modeling for Linear Algebra
  • Matthias Petschow:
    		•  Eigensolvers for Multi-Core Processors and Massively Parallel Supercomputers
  • Raheel Rasool:
    		•  Finite Element Modeling of the Fluid Flow within Small Water Droplets in Contact with Rough Surfaces
  • Farshad Roohbakhshan:
    		•  Computational Modeling of Lung Failure at the Alveoli Level
  • Stephan Schaller:
    		•  Physiology-Based Pharmacokinetic Models in Blood Glucose Control: An Alternative Approach to Tackle Major Hurdles in the Development of the Artificial Pancreas
  • Marcus Schmidt:
    		•  Multiscale Modeling and Computation of Mechanical Contact
  • Bernhard Schuldt:
    		•  Analysis and Simulation of Stress Induced Phase Transitions in Complex, Scale free Networks with Applications in Biotechnology and Systems Biology
    supported by Bayer Technology Services GmbH
  • Nima Hamidi Siboni:
    		•  Computer Simulation Studies of Deformation Mechanisms of Amorphous Solid
  • Atanas Stavrev:
    		•  The NURBS-Enhanced Finite Element Method in Accurate Prediction of Die Swell
  • Daniel Tameling:
    		•  Improved Long-Range Solvers for Molecular Simulations
    supported by AICES
  • Sonia Vivas Prieto:
    		•  Modeling Long-Term Response to Drugs (on the gene expression and population) in Oncology Therapies
    supported by BMBF Project
  • Viola Wierschem:
    		•  High-Performance Eigensolvers for Sequences of Eigenproblems Arising in Density Functional Theory
  • Michael Woopen:
    		•  A Hybridized Adaptive Method for Compressible Flow Simulation
  • Lorenzo Zanon:
    		•  Model Order Reduction for Nonlinear Elasticity Problems


    Completed Doctoral projects of AICES fellows

  • Safdar Abbas:
    		• The Extended Finite Element Method (XFEM) as an Alternative to Classical h/p-Adaptivity
  • Markus Bachmayr:
    		•  Numerical Methods for Higher-Dimensional Approximation in Quantum Chemistry
  • Ariannna Bosco:
    		•  Turbulent Flow Simulations for Hypersonic Intakes
  • Kwok Wah Cheng:
    		•  A Higher-Order Extended Finite Element Method (XFEM) for Two-Fluid Flows
  • Zohreh Ebrahimi:
    		•  Phase-Field Simulations of Growth in Eutectic Colonies
  • Anna-Lena Gerner:
    		•  Reduced Basis Approximation and A Posteriori Error Estimation for the Unsteady Navier-Stokes Equations in Parametrized Domains
  • Francesca Iacono:
    		•  High-Order Adaptive Methods for Convection-Dominated Nonlinear Problems using multilevel solution techniques
  • Roman Iakymchuk:
    		•  Performance Modeling and Prediction for Linear Algebra Algorithms
  • Matthias Schlottbom:
    		•  Numerical Methods for Optical Diffusion Tomography
  • Jochen Schütz:
    		• Adjoint-Based Error Control for Target Functionals in a Discontinous-Galerkin Framework
  • Zoltan Szebenyi:
    		•  Trace-based Perfomance Analysis of Long-Running Applications
  • Christian Waluga:
    		•  Finite Element Methods for Interface Problems



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