DR. SANDESH HIREMATH
Contact
Address
Gottlieb-Daimler-Straße
Gebäude 65, Raum 420
67663 Kaiserslautern
RESEARCH INTERESTS
- ODE, SDE, RODE, PDE, SPDE
- Operator semigroups
- Levy/Gaussian processes
- Random Dynamical Systems
- Optimal/Stochastic control
- Statistical optimization
- Computer vision
- Stochastic algorithms
- Multiscale mathematical modeling
Career
- Masters in Informatics at TU Kaiserslautern
- PhD in Mathematics at TU Kaiserslautern
- Algo-developer at Valeo Schalter und Sensoren DAR-Germany Kronach.
- Since April 2021 postdoc at RPTU Kaiserslautern-Landau
PUBLICATIONS
Towards Resilience in Mixed Critical Industrial Control Systems: A Multi-disciplinary View
IEEE Access, Pages 124563 - 124581, 2022. DOI
R. Reifert, M. Krawczyk-Becker, L. Prenzel, S. Pavlichkov, M. A. Khatib,S. A. Hiremath, M. Al-Askary, N. Bajcinca, S. Steinhorst and A. Sezgin
PDE based dense depth estimation for stereo fisheye image pair and uncertainty quantification.
Computational Science and Its Applications – ICCSA 2020. ICCSA 2020. Lecture Notes in Computer Science, vol 12251. Springer, Cham.
S. Hiremath
FisheyeDistanceNet: Self-Supervised Scale-Aware Distance Estimation using Monocular Fisheye Camera for Autonomous Driving.
2020 IEEE International Conference on Robotics and Automation (ICRA), Paris, France, 2020, pp. 574-581.
V. R. Kumar, S. Hiremath, S. Milz, C. Witt.
Learning 3D Joint Constraints from Vision based Motion Capture Datasets
IPSJ Transactions on Computer Vision and Applications 11, Article number: 5, 2019.
P. Murthy, H. Butt, S. Hiremath.
Multiscale modeling of acid mediated cancer invasion with random dynamics.
PhD thesis at the TU Kaiserslautern. (PhD Thesis)
S. Hiremath
Modeling of pH regulation in tumor cells: Direct interaction between proton-coupled lactate transporters and cancer-associated carbonic anhydrase.
MBE, 2019, 16(1), 320-337.
S. Hiremath, C. Surulescu, H. Becker.
On a coupled SDE-PDE system modeling acid-mediated tumor invasion.
DCDS-B, 2018, 23(6), 2339-2369.
S. Hiremath, S. Sonner, C. Surulescu, A. Zhigun.
Mathematical models for acid-mediated tumor invasion: deterministic and stochastic approaches.
In A. Gerisch, R. Penta, J. Lang (eds): Multiscale Models in Mechano and Tumor Biology: Modeling, Homogenization, and Applications, Lecture Notes in Computational Science and Engineering, Springer Verlag Heidelberg, (2017), ISBN 978-3-319-73371-5
S. Hiremath, C. Surulescu.
A stochastic model featuring acid induced gaps during tumor progression.
Nonlinearity 29 (2016) 851-914.
S. Hiremath, C. Surulescu.
A stochastic multiscale model for acid mediated cancer invasion.
Nonlin. Analysis B: Real World Appl. 22 (2015) 17-205.
S. Hiremath, C. Surulescu.