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The amount of fixed complex was 2.6 3.3 × 10−11 mol cm−2 on 2-AET-modified electrode and 5.3 5.9 × 10−11 cm−2 on CYT-modified electrode.
Description: Elliptic curves are equations of the form y^2 = x^3 + ax + b for some fixed complex numbers a and b. (More generally, one can take a and b to lie in any field). Elliptic curves turn out to have a very rich structure, which makes them a foundational subject in both algebraic geometry and number theory.
We consider virtual representations π of G on a fixed complex Hilbert space H, adopting the definitions due to J. Fröhlich, K. Osterwalder, and E. Seiler; in particular, π(g−1) ⊂ π(σ(g))∗ (possibly unbounded operators) for g in a neighborhood of e in G.
Let and be fixed complex numbers with and let be a linear transformation defined by (4.1).
and δ q e ( λ x ; q 2 ) = λ e ( λ x ; q 2 ), where x ∈ C and λ is a fixed complex number.
Throughout this paper, q denotes a fixed complex number of absolute value less than 1, so that we may write q = exp ( π i τ ), where τ is a complex number with a positive imaginary part.
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