**ISSN: 2161-0398**

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Mathematical Biophysics

- International Conference on Advanced
**Spectroscopy**and**Chromatography**

September 12-13, 2018 Singapore City, Singapore **Chromatographic****Separation****Techniques**

September 12-13, 2018 Singapore City, Singapore

- Advanced Mathematics for Physical Chemistry
- Advances in Physical Chemistry Methods
- Aerodynamic Flow Control
- Applied Physical Chemistry
- Atmospheric Physical Chemistry
- Biophysical Analysis
- Carbon Nanotubes
- Cellular Biophysics
- Chemical Biophysics
- Chiropractic Biophysics
- Computational Biophysics
- Computational Fluid Dynamics
- Cosmoparticle Physics
- Detectors and Optical Sensors
- Experimental Physical Chemistry
- Fusion Plasmas
- Luminescence
- Macromolecular Physical Chemistry
- Mathematical Biophysics
- Medical Biophysics
- Membrane Biophysics
- Molecular Biophysics
- Molecular Physical Chemistry
- Nuclear Physics
- Parallel Programming
- Physical Chemistry Applications
- Physical Chemistry for Polymers
- Physical Methods in Inorganic Chemistry
- Physical Organic Chemistry
- Quantum Biophysics
- Quantum Gravity
- Radiation Biophysics
- Radiation Physics
- Single Molecule Biophysics
- Soil Physics
- Solid State Plasmas
- Space Plasmas
- Stellar Spectroscopy
- Suprnova Remnants
- Surface Physics

Mathematical biophysics is a subfield of both biophysics and mathematical biology focusing of physical and physico-chemical mechanisms involved in physiological functions of living organisms, as well as the molecular structures supporting such physiological functions. Mathematical biophysics earlier stages of mathematical biology were dominated by mathematical biophysics that was then described as the application of mathematics in biophysics, often involving specific physical/mathematical models of biosystems and their components or compartments.

Related Journals of Mathematical Biophysics

Journal of Physical Chemistry & Biophysics, Journal of Astrophysics & Aerospace Technology, Mathematical Biosciences, Mathematical Biophysics, Journal of Mathematical Chemistry, Journal of Biophysics

- Ambarish Nag

Mathematical biology

*PPT Version*|*PDF Version*

- Sungchul Ji

Mathematical Models of RNA Expression Profiles: Potential Applications to Drug Discovery Research and Personalized Medicine

*PPT Version*| PDF Version - Vladimir E. Bondarenko

Mathematical model of Î²1-adrenergic signaling in mouse ventricular myocytes as an in silico tool for the cardiovascular drug test

*PPT Version*| PDF Version