the laws of physical fields can be written in a , algebraic form starting directly from experimental laws, i. e. without obtaining them , by discretization of differential equations.
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Discrete Physics | discretephysics.dic.units.it Reviews
https://discretephysics.dic.units.it
the laws of physical fields can be written in a 
, algebraic form starting directly from experimental laws, i. e. without obtaining them 
, by discretization of differential equations.
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Discrete Physics
Last update: 18th September 2013. Updated contents can be found at DiscretePhysics.org. Algebraic Formulation of Physical Fields. The laws of physical fields are commonly expressed by. Today it is possible to express them directly by. Starting from experimental laws,. Thus bypassing the differential formulation. On these premises it is possible to start a research program:. A mathematical formulation of physical fields in algebraic form. Why Starting from Differential Equations for Computational Physics?
Discrete Physics
Last update: 18th September 2013. Updated contents can be found at DiscretePhysics.org. Algebraic Formulation of Physical Fields. The laws of physical fields are commonly expressed by. Today it is possible to express them directly by. Starting from experimental laws,. Thus bypassing the differential formulation. On these premises it is possible to start a research program:. A mathematical formulation of physical fields in algebraic form. Why Starting from Differential Equations for Computational Physics?
Discrete Physics | Algebraic Formulation of Physical Fields
Algebraic Formulation of Physical Fields. Last update: 16th April 2014. Algebraic Formulation of Physical Fields. The laws of physical fields are commonly expressed by differential equations. Today it is possible to express them directly by algebraic equations,. Starting from experimental laws,. Thus bypassing the differential formulation. On these premises it is possible to start a research program:. A mathematical formulation of physical fields in algebraic form. Ferretti E.,. Momentum Press, (2014).
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