(5) ρ´ = ρ [(-quz + 1)/√(1 - q²)],
ρ´uz´ = ρ[(uz - q)/√(1 - q²)],
ρ´ux´ = ρux,
ρ´uy´ = ρuy.
(6) e´x´ = (ex - qmy)/(√(1 - q²)),
m´r´ = (qex + my)/(√(1 - q²)),
e´z´ = ez.
(7) m´x´ = (mx - qey)/(√(1 - q²)),
e´y´ = (qmx + ey)/(√(1 - q²)),
m´z´ = mz.
(5) ρ´ = ρ [(-quz + 1)/√(1 - q²)],
ρ´uz´ = ρ[(uz - q)/√(1 - q²)],
ρ´ux´ = ρux,
ρ´uy´ = ρuy.
(6) e´x´ = (ex - qmy)/(√(1 - q²)),
m´r´ = (qex + my)/(√(1 - q²)),
e´z´ = ez.
(7) m´x´ = (mx - qey)/(√(1 - q²)),
e´y´ = (qmx + ey)/(√(1 - q²)),
m´z´ = mz.