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≡ − = h1 h2 ∂(q1 , q2 ) ∂q1 ∂q2 ∂q2 ∂q1 J ≡ est´ de acordo com a Equacao (2.10). a ¸˜ Sugest˜ o: E mais f´ cil trabalhar com o quadrado de cada lado dessa equacao. a ´ a ¸˜ 2.1.6 No espaco de Minkowski definimos x1 = x, x2 = y, x3 = z e x0 = ct. Fazemos isso para que o ¸ intervalo m´ trico se torne ds2 = dx2 – dx2 – dx2 – dx2 (com c = velocidade da luz). Mostre que a e 0 1 2 3 ´ m´ trica no espaco de Minkowski e e ¸   1 0 0 0  0 −1 0 0   (gij ) =   0 0 −1 0  . 0 0 0 −1…