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Promatic OT Wobble (ABT/Bunker Wobble) working faultlessly at Nuthampstead Shooting Ground for the 46th ABT Home International Clay Pigeon Shooting Association Product Info: https://promatic.co.uk/collections/traps-1/products/ot-wobble #ABTshooting #olympicshooting #trapshooting #clayshooting #promatictraps #ABT #CPSA #marketleader | Promatic Traps
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SOLVED:Let 𝐏X=𝐗(𝐗^T 𝐗)^-1 𝐗^T be a projection matrix of order n and rank p . By writing 𝐈-𝐏X=𝐇 𝐈[n-p] 𝐇^T, where 𝐇 is orthogonal, show that the matrix Σ^*=(𝐈-𝐏X) Σ0(𝐈-𝐏X) satisfies logDET(Σ^*)=logdetΣ0 logdet(𝐗^TΣ0^-1𝐗)-2 logDET(𝐗) where DET(A) is defined as the product of the singular values of A DET(𝐀)=∏λ≠ 0λj(𝐀) It is assumed here that 𝐗 is n ×p with rank p and that Σ0 is positive definite and symmetric. Thus det(Σ0)=DET(Σ0)
SOLVED:Let 𝐏X=𝐗(𝐗^T 𝐗)^-1 𝐗^T be a projection matrix of order n and ra…
2 months ago
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Let A be an n \times n symmetric negative definite matrix.(a) W... | Filo
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