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8.2.1.0.2 Kovarianter 4-Vektor

A'$\scriptstyle \alpha$ = $\displaystyle {\partial x'^{\beta} \over \partial x^{\alpha}}$A$\scriptstyle \beta$ = $\displaystyle {\partial x^{0} \over \partial x'^{\alpha}}$A0 + $\displaystyle {\partial x^{1} \over \partial x'^{\alpha}}$A1 + $\displaystyle {\partial x^{2} \over \partial x'^{\alpha}}$A2 + $\displaystyle {\partial x^{3} \over \partial x'^{\alpha}}$A3 (8.4)


Alexander Wagner
2000-04-14