Question

Lorentz transformations in index form is
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Answer 1

Answer:

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Step-by-step explanation:

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Answer 2

Lorentz transformation:

• The Lorentz transformation is the relationship between two separate coordinate frames that move at the same speed and are relative to one another.
• Hendrik Lorentz, a Dutch physicist, named the transformation after himself.

Lorentz transformations in index form is Λ^μ ν.

• It is possible to write down the transposition (Λ^T)^μ ν=Λ^ν μ
• This is what I want to use to convert a Lorentz transformation's defining relation to index form η=Λ^TηΛ
• Writing appears to be the next step in getting the right result (Λ^T)ρ ^μ=Λ^μ ρ.