If v is an inner product space over field f and (a/b) and re(a/b) respectively denote the inner product and real part of inner product
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an inner product space over field f and (a/b) and re(a/b) respectively denote the inner product and real part of inner product introduces texasnomy
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ⓗⓔⓨ ⓕⓡⓘⓔⓝⓓ
⊙ It increases taxonomy
⊙ It increases taxonomy
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