All the research areas of Applied Sciences and Mathematics (including but not limited to):
- Nonlinear dynamics and complexity
- Wavelets and its applications in biology, neuroscience, finance (economics), geophysics, medicine, and so forth
- Mathematical physics and wavelets
- Computers simulations and wavelets
- Fractal systems
- Fractal analysis
- Multifractal analysis
- Fractional and multifractal processes
- Fractional calculus and its applications
- Fractional differential equations
- Dynamical behavior of systems with hidden attractors
- Fractional dynamical systems
- Fractional-order systems
- Fractional complex-order dynamical processing
- Fractional dynamical processes and complex systems
- Nonlinear and complex system optimization and intelligent algorithms
- Data-driven dynamical systems
- Entropic applications
- Big data analysis
- Complex systems
- Discrete applied mathematics
- Wavelets in medical problems
- Wavelets in environmental problems
- Wavelets in engineering problems
- Mathematical modelling including but not limited to:
◦ mathematical modelling of engineering processes, manufacturing, and industrial systems, heat transfer, fluid mechanics, CFD, and transport phenomena environmental modelling
◦ solid mechanics and mechanics of metals
◦ electromagnets and MHD
◦ reliability modelling and system optimization
◦ decision sciences in an industrial and manufacturing context
◦ civil engineering systems and structures
◦ mineral and energy resources
◦ relevant software engineering issues associated with CAD and CAE
◦ materials and metallurgical engineering,
◦ mathematical modelling of social, behavioral and other sciences
- Continuous and discrete wavelet transform
- Time-frequency localization
- Phase – space analysis
- Sub-band coding
- Real – time filtering
- Frames
- Bifurcation and singularity theory
- Deterministic and/or stochastic chaos and fractals
- Solution and coherent phenomena
- Formation of pattern
- Complexity theory and neural networks
- Analytical approaches and simulations for more accurate descriptions
- Experimental observations and applications of nonlinear phenomena in science and engineering
- Control theory and automation
- Fuzzy sets and systems
- Applied algebra
- Quality theory of differential equations
- Artificial intelligence applications (machine learning, deep learning, genetic algorithms, natural language processing, data analysis, image processing, signal processing, etc.)
- Miscellaneous topics
All the research areas of Computational Mathematics and Numerical Analysis (including but not limited to):
- Image and signal processing with wavelet application(s)
- Applications of wavelet to real problems
- Numerical ODEs
- Numerical PDEs (Inc. BVPs)
- Scientific computing and algorithms
- Stochastic differential equations
- Approximation
- Numerical linear algebra
- Numerical integral equations
- Error analysis and interval analysis
- Difference equations and recurrence relations
- Numerical problems in dynamical systems
- Applications to the sciences (computational mathematics, computational physics, computational statistics, computational chemistry, computational engineering and so forth.)
- Differential algebraic equations
- Numerical methods in Fourier analysis
- Numerical Analysis and Computational Mathematics
- Applied and Industrial Mathematics
- Experimental Observations
- Applications in Science and Environmental Sciences
- Neural Networks
- Optimization ad Operational Research
- Image Processing and Wavelet Application
- Signal Processing and Wavelet Application
- Applications of Wavelet to Real problems
- Mathematical Physics and Wavelets
- Computer Simulations and Wavelets
- Wavelets in Environmental Problems
- Wavelets in Agricultural Problems
- Wavelets in Engineering Problems
- Wavelets in Finance
- Wavelets in Geophysics
- Wavelets in Medicine
- Wavelets in Arts
- Miscellaneous