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Motivated by insights from topology theory, we design a diagrammatic scheme to represent different types of RNA structures so that constraints associated with a folded structure may be segregated into mutually independent subsets, enabling the total conformational entropy loss to be easily calculated as a sum of independent terms.
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They bespeak an audacious will to keep structural schemes and their execution mutually independent.
(1) X i s are mutually independent.
because all channel coefficients are mutually independent.
Obviously, and Δ are mutually independent.
Generally, the four dimensions are mutually independent.
Transmissions in two areas are mutually independent.
It is assumed that and are mutually uncorrelated and sound source signals are mutually independent.
All of parameters (α, h, and Ω) are mutually independent.
CLID Copula-based distribution with mutually independent marginal Laplace distribution.
which implies that random variable tuples are mutually independent.
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