Scientific Papers and Presentations || Publishing in Scientific Journals
- 作者Davis, Martha
- 文件大小433.83KB
- 发表时间2005
- DOI10.1016/B978-012088424-7/50008-X
- 页码85-92
Modeling the mechanisms of enzyme reactivity by the rototranslational diffusion equationBaldo, Marcello; Grassi, Antonio; Raudino, Antonio · Physical Review A · 1989
Oscillations of Bubble Shape Cause Anomalous Surfactant Diffusion: Experiments, Theory, and SimulationsRaudino, Antonio; Raciti, Domenica; Grassi, Antonio; Pannuzzo, Martina; Corti, Mario · Langmuir · 2016
Diffusion-controlled reactions among ligands and receptor clusters: effects of competition for ligandsBaldo, Marcello; Grassi, Antonio; Raudino, Antonio · The Journal of Physical Chemistry · 1991
Effect of interconversion between reactant configurational states on enzyme kinetics controlled by rototranslational diffusion motionsBaldo, Marcello; Grassi, Antonio; Raudino, Antonio · The Journal of Chemical Physics · 1990
Effect of the internal rotations of the reactants in diffusion-controlled chemical reactions: An application to the enzyme kinetic problemsBaldo, Marcello; Grassi, Antonio; Raudino, Antonio · Physical Review A · 1989
Exact analytical solution of the rotational–translational diffusion equation with mixed boundary conditions. An application to diffusion-controlled enzyme reactionsBaldo, Marcello; Grassi, Antonio; Raudino, Antonio · The Journal of Chemical Physics · 1989
Hydrodynamic Enhancement of the Diffusion Rate in the Region between Two Fluctuating Membranes in Close Opposition: A Theoretical and Computational StudyPannuzzo, Martina; Grassi, Antonio; Raudino, Antonio · The Journal of Physical Chemistry B · 2014
Modeling Diffusion-Controlled Permeation through a Fractured Surface: Possibility of Estimating the Average Distance among the Fractures by Fluorescence Quenching MeasurementsGrassi, Antonio; Raudino, Antonio · The Journal of Physical Chemistry · 1996
A Shannon–Tsallis transformationRufeil Fiori, E.; Plastino, A. · Physica A: Statistical Mechanics and its Applications · 2013
Optimal hedging via large deviationStutzer, Michael · Physica A: Statistical Mechanics and its Applications · 2013
Ideal gas provides -entropyBiró, T.S. · Physica A: Statistical Mechanics and its Applications · 2013
Editorial BoardPhysica A: Statistical Mechanics and its Applications · 2013
Thermodynamics and cancer stationary statesLucia, Umberto · Physica A: Statistical Mechanics and its Applications · 2013
Reaching consensus on rumorsMerlone, U.; Radi, D. · Physica A: Statistical Mechanics and its Applications · 2014
Editorial BoardPhysica A: Statistical Mechanics and its Applications · 2014
Editorial BoardPhysica A: Statistical Mechanics and its Applications · 2013