Derek W. Robinson is affiliated with the Australian National University in Australia. Their research primarily spans the fields of Mathematics and Computer Science, with significant contributions to applied mathematics and computational theory.
The main areas of study focus on advanced mathematical modeling in engineering, nonlinear partial differential equations, and advanced harmonic analysis research. Additional topics include spectral theory in mathematical physics, philosophy, science and history, and German social sciences and history.
Derek W. Robinson has published several articles in recognized academic venues. These include:
The publication venues where Derek W. Robinson's works frequently appear include:
Collaborations are present with various researchers. Frequent co-authors include:
The contributions made by Derek W. Robinson cover a spectrum of mathematical and computational topics, with a publication record demonstrating engagement with both theoretical and applied aspects of mathematics, particularly those related to diffusion operators and Hardy inequalities.
Elliott H. Lieb;Derek W. Robinson
Ola Bratteli;Derek William Robinson
Derek W. Robinson
Sergio Doplicher;Daniel Kastler;Derek W. Robinson
Derek W. Robinson;David Ruelle
Xuan T. Duong;Derek W. Robinson
Derek W. Robinson
Oscar E. Lanford;Derek W. Robinson
Daniel Kastler;Derek W. Robinson;André Swieca
Charles J. K. Batty;Derek W. Robinson
Derek W. Robinson
Derek W. Robinson
Daniel Kastler;Derek W. Robinson
Ola Bratteli;Derek W. Robinson
Nick Dungey;A. F. M. ter Elst;Derek W Robinson
Derek W. Robinson
Derek W. Robinson
Derek W. Robinson
S. Doplicher;R. V. Kadison;D. Kastler;Derek W. Robinson
G. Gallavotti;S. Miracle-Sole;D.W. Robinson
Ola Bratteli;Derek W. Robinson
If you think any of the details on this page are incorrect, let us know.
Studying Mathematics in the USA opens doors to a range of related online degrees and career pathways that blend analytical skills with practical applications. For those interested in business leadership, exploring the easiest mba specialization can provide a manageable way to pivot into management roles without overwhelming academic demands.
Similarly, the easiest mba online options offer flexibility for working professionals looking to enhance their business acumen alongside their math expertise. These programs often prioritize accessibility and time-efficiency.
For those aiming at executive leadership in academia or industry, affordable options such as the dba online programs represent a practical choice for advancing research and organizational skills at the doctoral level.
Additionally, mathematics graduates may find lucrative opportunities by complementing their skills with finance knowledge through masters in finance online programs. These affordable programs focus on financial theory and quantitative analysis, aligning perfectly with a math background.
University of California, Berkeley
National Yang Ming Chiao Tung University
University of Amsterdam
Bristol-Myers Squibb (United States)
Chinese Academy of Sciences
University of Guelph
National Institutes of Health
University of Queensland
University of Warwick
South China University of Technology
Eindhoven University of Technology
University of Georgia
University of Florence
Coastal Oceans Research and Development in the Indian Ocean
Hellenic Centre for Marine Research
The Ohio State University