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Let x+ and x- be the light cone coordinates x + t and x - t. The coordinate x- = log x+. The equations dx- = dx-/x+ and x+ = x+ dx- are like ds = dQ/T and dE = p dV.
d- = d- dx+
D- = d- + d- dx+
In mechanics we have L = T - V, where L = L dt. This is a complex differential form just like x+ = x+ dx- and d- = d- dx+.
Has anyone seen D- = d- + d- dx+?
d- = d- dx+
D- = d- + d- dx+
In mechanics we have L = T - V, where L = L dt. This is a complex differential form just like x+ = x+ dx- and d- = d- dx+.
Has anyone seen D- = d- + d- dx+?