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TT dd TEZC Λ −≠ (28) Partition the polynomial matrix D ( s ) satisfying (18) into the following form: () () () (), () [], () p ml ml p d Ds DsDs s Ds +×+ ⎡⎤ =∈ ⎢⎥ ⎣⎦ R (29) then Z d can be ...
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... components of metric 22 1,, sin, rr gg rgr θθ φφ 2 θ == = ⇒ scale factors: 1, , sin. r hhrhr θ φ θ == = Note can be rewritten using: 2 i ij ds hhdxdx = j () () no sum on , ii ii ds hdxe i = i.e. 2() (). ij ds dsds ...
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... of metric 22 1,, sin, rr gg rgr 2 == = scale factors: 1, , sin. r hhrhr == = Note can be rewritten using: 2 i ij ds hhdxdx = j () () no sum on , ii ii ds hdxe i = i.e. 2() (). ij ds dsds ...
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