AbstractDynamical difference equations are motivated and developed. Conservation and covariance laws are proved. Illustrative examples are described and discussed. Newtonian equations are stressed, but extensions to relativity and quantum mechanics are indicated. The physical problem of convergence to the limit as the time step goes to zero is shown to reveal an area in which quantum mechanics and relativity are in disagreement
For a pdf involving both space and time variables, stability criteria are presently shown to change ...
AbstractFor a distance dependent potential ø, Newtonian dynamics is characterized by conservation of...
In (1) we argued that one may derive Newton’s second law (which is equivalent to an energy conservat...
AbstractDynamical difference equations are motivated and developed. Conservation and covariance laws...
The dynamics of physical theories is usually described by differential equations. Difference equatio...
AbstractA general, difference equation approximation is described for differential systems which are...
To avoid any arbitrariness, one should consider the ultimate limit for the smallest measurable dista...
We point out a fundamental problem that hinders the quantization of general relativity: quantum mech...
We point out a fundamental problem that hinders the quantization of general relativity: quantum mech...
We investigate the major differences and similarities between the two theories of gravitation, Gener...
Newtonian gravitation is studied from a discrete point of view in that the dynamical equation is an ...
For a pdf involving both space and time variables, stability criteria are presently shown to change ...
Difference Equations or Discrete Dynamical Systems is a diverse field which impacts almost every bra...
Difference equations and discrete dynamical systems : proceedings of the 9th international conferenc...
Difference equations and discrete dynamical systems : proceedings of the 9th international conferenc...
For a pdf involving both space and time variables, stability criteria are presently shown to change ...
AbstractFor a distance dependent potential ø, Newtonian dynamics is characterized by conservation of...
In (1) we argued that one may derive Newton’s second law (which is equivalent to an energy conservat...
AbstractDynamical difference equations are motivated and developed. Conservation and covariance laws...
The dynamics of physical theories is usually described by differential equations. Difference equatio...
AbstractA general, difference equation approximation is described for differential systems which are...
To avoid any arbitrariness, one should consider the ultimate limit for the smallest measurable dista...
We point out a fundamental problem that hinders the quantization of general relativity: quantum mech...
We point out a fundamental problem that hinders the quantization of general relativity: quantum mech...
We investigate the major differences and similarities between the two theories of gravitation, Gener...
Newtonian gravitation is studied from a discrete point of view in that the dynamical equation is an ...
For a pdf involving both space and time variables, stability criteria are presently shown to change ...
Difference Equations or Discrete Dynamical Systems is a diverse field which impacts almost every bra...
Difference equations and discrete dynamical systems : proceedings of the 9th international conferenc...
Difference equations and discrete dynamical systems : proceedings of the 9th international conferenc...
For a pdf involving both space and time variables, stability criteria are presently shown to change ...
AbstractFor a distance dependent potential ø, Newtonian dynamics is characterized by conservation of...
In (1) we argued that one may derive Newton’s second law (which is equivalent to an energy conservat...
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