Mathematik (RPTU in Kaiserslautern) (Rheinland-Pfälzische Technische Universität Kaiserslautern-Landau) - Publikationen

Bock, Wolfgang; Jayathunga, Yashika; Götz, Thomas et al.
Are the upper bounds for new SARS-CoV-2 infections in Germany useful?
Computational and Mathematical Biophysics. Bd. 9. H. 1. Berlin: De Gruyter 2021 S. 242 - 260

Bock, Wolfgang; Futorny, Vyacheslav; Neklyudov, Mikhail
Convex topological algebras via linear vector fields and Cuntz algebras
Journal of Pure and Applied Algebra. Bd. 225. H. 3. Elsevier BV 2021 S. 106535

Abdul Salam, Parveena Shamim; Bock, Wolfgang; Klar, Axel et al.
Disease contagion models coupled to crowd motion and mesh-free simulation
Mathematical Models and Methods in Applied Sciences. Bd. 31. H. 06. World Scientific Pub Co Pte Ltd 2021 S. 1277 - 1295

Müller, Nora; Bock, Wolfgang
Stochastic perturbation of the Lighthill–Whitham–Richards model via the method of stochastic characteristics
Journal of Mathematics in Industry. Bd. 11. H. 1. Springer Science and Business Media LLC 2021 S. 1 - 7

Jahn, Beate; Sroczynski, Gaby; Bicher, Martin et al.
Targeted COVID-19 Vaccination (TAV-COVID) Considering Limited Vaccination Capacities—An Agent-Based Modeling Evaluation
Vaccines. Bd. 9. H. 5. MDPI AG 2021 S. 434

Bock, Wolfgang; Bornales, Jinky B.; Cabahug, Cresente O. et al.
Fractional Brownian motion: Some recent results and generalizations
12th International Online Conference for Promoting the Application of Mathematics in Technical and Natural Sciences (AMiTaNS’20). Singapore: AIP 2020 020001

Bock, Wolfgang; da Silva, Jose Luis; Streit, Ludwig
Fractional Periodic Processes: Properties and an Application of Polymer Form Factors
Reports on Mathematical Physics. Bd. 85. H. 2. Elsevier B.V. 2020 S. 267 - 280

Bock, Wolfgang; da Silva, Jose Luis; Suryawan, Herry Pribawanto
Self-intersection local times for multifractional Brownian motion in higher dimensions: A white noise approach
Infinite Dimensional Analysis, Quantum Probability and Related Topics. Bd. 23. H. 01. World Scientific Pub Co Pte Lt 2020 S. 2050007

Bock, Wolfgang; Bornales, Jinky B.; Burgard, Jan P. et al.
Testing, social distancing and age specific quarantine for COVID-19: Case studies in Iligan City and Cagayan de Oro City, Philippines
12th International Online Conference for Promoting the Application of Mathematics in Technical and Natural Sciences  (AMiTaNS’20). Singapore: AIP 2020 30002

Lantau, Jean-Marie; Bracke, Martin; Bock, Wolfgang et al.
The Design of a Successful Teacher Training to Promote Interdisciplinary STEM Modelling Projects
Stillman, Gloria Ann u. a. (Hrsg). Mathematical Modelling Education and Sense-making. Berlin: Springer International Publishing 2020 S. 455 - 465

Bock, Wolfgang; Jayathunga, Yashika
Optimal control of a multi-patch Dengue model under the influence of Wolbachia bacterium
MATHEMATICAL BIOSCIENCES. Bd. 315. 2019

Bock, Wolfgang; da Silva, Jose Luis; Fattler, Torben
ANALYSIS OF STOCHASTIC QUANTIZATION FOR THE FRACTIONAL EDWARDS MEASURE
REPORTS ON MATHEMATICAL PHYSICS. Bd. 82. H. 2. 2018 S. 187 - 202

Bock, Wolfgang; Bracke, Martin
Modellierung und Simulation von Krankheitsausbreitungen
Greefrath, Gilbert U. A. (Hrsg). Digitale Werkzeuge, Simulationen und mathematisches Modellieren : Didaktische Hintergründe und Erfahrungen aus der Praxis. Wiesbaden: Springer Fachmedien Wiesbaden 2018 S. 121 - 136 (Realitätsbezüge im Mathematikunterricht)

Bock, Wolfgang; Jayathunga, Yashika
Optimal control and basic reproduction numbers for a compartmental spatial multipatch dengue model
MATHEMATICAL METHODS IN THE APPLIED SCIENCES. Bd. 41. H. 9. 2018 S. 3231 - 3245

Bock, Wolfgang; Götz, Thomas; Liyanage, Uditha Prabhath
Parameter estimation of fiber lay-down in nonwoven production: an occupation time approach
International Journal of Advances in Engineering Sciences and Applied Mathematics. Bd. 10. H. 1. New Delhi: Springer India 2018 S. 2 - 8

Bock, Wolfgang; Fattler, Torben; Rodiah, Isti et al.
An Analytic Method for Agent-based Modeling of Spatially Inhomogeneous Disease Dynamics
STRUCTURE, FUNCTION AND DYNAMICS FROM NM TO GM. Bd. 1871. 2017

Götz, Thomas; Altmeier, Nicole; Bock, Wolfgang et al.
Modeling dengue data from Semarang, Indonesia
Ecological Complexity. Bd. 30. Amsterdam: Elsevier 2017 S. 57 - 62

Bock, Wolfgang; Fattler, Torben; Rodiah, Isti et al.
Numerical Simulation of Agent-based Modeling of Spatially Inhomogeneous Disease Dynamics
STRUCTURE, FUNCTION AND DYNAMICS FROM NM TO GM. Bd. 1871. 2017

Bock, Wolfgang; Bracke, Martin; Capraro, Patrick
Product orientation in modeling tasks
PROCEEDINGS OF THE TENTH CONGRESS OF THE EUROPEAN SOCIETY FOR RESEARCH IN MATHEMATICS EDUCATION (CERME10). 2017 S. 1028 - 1030

Bock, Wolfgang; Fattler, Torben; Streit, Ludwig
Stochastic Quantization for the Fractional Edwards Measure
ACTA APPLICANDAE MATHEMATICAE. Bd. 151. H. 1. 2017 S. 81 - 88

Bock, Wolfgang; Capraro, Patrick
THE HAMILTONIAN PATH INTEGRAL FOR POTENTIALS OF THE ALBEVERIO HOEGH-KROHN CLASS-A WHITE NOISE APPROACH
REPORTS ON MATHEMATICAL PHYSICS. Bd. 79. H. 1. 2017 S. 89 - 109

Bock, Wolfgang; da Silva, Jose Luis
Wick type SDEs driven by grey Brownian motion
STRUCTURE, FUNCTION AND DYNAMICS FROM NM TO GM. Bd. 1871. 2017

Bock, Wolfgang
Generalized Scaling Operators in White Noise Analysis and Applications to Hamiltonian Path Integrals with Quadratic Action
STOCHASTIC AND INFINITE DIMENSIONAL ANALYSIS. 2016 S. 51 - 73

Bock, Wolfgang; da Silva, Jose Luis; Suryawan, Herry P.
Local times for multifractional Brownian motion in higher dimensions: A white noise approach
INFINITE DIMENSIONAL ANALYSIS QUANTUM PROBABILITY AND RELATED TOPICS. Bd. 19. H. 4. 2016

Bock, Wolfgang; Oliveira, Maria Joao; da Silva, Jose Luis et al.
Polymer measure: Varadhan's renormalization revisited
REVIEWS IN MATHEMATICAL PHYSICS. Bd. 27. H. 3. 2015

Bock, Wolfgang; Bornales, Jinky B.; Cabahug, Cresente O. et al.
Scaling Properties of Weakly Self-Avoiding Fractional Brownian Motion in One Dimension
JOURNAL OF STATISTICAL PHYSICS. Bd. 161. H. 5. 2015 S. 1155 - 1162

Bock, Wolfgang; Grothaus, Martin
The Hamiltonian path integrand for the charged particle in a constant magnetic field as white noise distribution
INFINITE DIMENSIONAL ANALYSIS QUANTUM PROBABILITY AND RELATED TOPICS. Bd. 18. H. 2. 2015

Bock, Wolfgang
HAMILTONIAN PATH INTEGRALS IN MOMENTUM SPACE REPRESENTATION VIA WHITE NOISE TECHNIQUES
REPORTS ON MATHEMATICAL PHYSICS. Bd. 73. H. 1. 2014 S. 91 - 107

Bock, Wolfgang; Götz, Thomas; Grothaus, Martin et al.
Parameter Estimation from Occupation Times: A White Noise Approach
Communications on Stochastic Analysis. Bd. 8. H. 4. Baton Rouge, LA: Louisiana State University 2014 S. 489 - 499

Götz, Thomas; Bock, Wolfgang; Rockenfeller, Robert et al.
A two-strain SARS-COV-2 model for Germany - Evidence from a Linearization
Arxiv.  S. 1 - 11

Bock, Wolfgang; Desmettre, Sascha; da Silva, Jose Luis
Integral representation of generalized grey Brownian motion
STOCHASTICS-AN INTERNATIONAL JOURNAL OF PROBABILITY AND STOCHASTIC PROCESSES.

Adamik, Barbara; Bawiec, Marek; Bezborodov, Viktor et al.
Mitigation and herd immunity strategy for COVID-19 is likely to fail
medRxiv.  S. 1 - 25

Bock, Wolfgang; da Silva, Jose Luis; Streit, Ludwig
On the potential in non-Gaussian chain polymer models
MATHEMATICAL METHODS IN THE APPLIED SCIENCES.