Latest revision as of 04:40, 6 August 2021

Hamiltonian mechanics is a form of energy conservation formulation or symmetry-preserving principle that has a major influence in modern sciences.

It has the following equational form:

{\mathcal {H}}=T+V\quad ,\quad T={\frac {p^{2}}{2m}}\quad ,\quad V=V(q)

Note: The above formulation is similar to the accounting equation:

Asset = Liability + Equity

It was known that William Hamilton had explicitly attribute the inspiration of matrix algebra^[1]^[2] to Luca Pacioli's work on accounting equation.

References

↑ Vysotskaya, Anna (July 24, 2018). "Accounting Games: Using Matrix Algebra in Creating the Accounting Models". local page: Mathematics.
↑ Cruz Rambaud, Salvador; A. Nehmer, Robert; J. S. Robinson, Derek (March 2010). Algebraic Models for Accounting Systems. World Scientific. p. 256. ISBN 978-981-4287-11-1.

@@ Line 1: / Line 1: @@
 [[wikipedia:Hamiltonian mechanics|Hamiltonian mechanics]] is a form of energy conservation formulation or [[symmetry-preserving]] principle that has a major influence in modern sciences.
+It has the following equational form:
+:<math>\mathcal{H} = T + V \quad , \quad T = \frac{p^2}{2m} \quad , \quad V = V(q) </math>
+Note: The above formulation is similar to the [[wikipedia:accounting equation|accounting equation]]:
+ Asset = Liability + Equity
+It was known that William Hamilton had explicitly attribute the inspiration of [[matrix algebra]]<ref>{{:Paper/Accounting Games}}</ref><ref>{{:BOOK/Algebraic Models for Accounting Systems
+}}</ref> to [[Luca Pacioli]]'s work on [[wikipedia:accounting equation|accounting equation]].
+<noinclude>
+=References=
+<references/>
+</noinclude>