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Dini attended the Scuola Normale Superiore in order to become a teacher.
In 1865, a scholarship enabled him to visit Paris, where he studied under Charles Hermite as well as Joseph Bertrand, and published several papers.
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Numerical simulations agree with experimental data and with the expected asymptotical behavior of the solution.
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In this paper, we develop some considerations concerning the structure of coalescence, breakage and volume ‘scattering’ kernels appearing in the evolution equation related to a new model for the dynamics of liquid–liquid dispersions and show some numerical simulations.