Monadic sequence

Since there is only one output variable, z, and all functions are monadic, at any given time at most one variable in the computation under a free interpretation can contain a value which ultimately affects the final output value. Since P is free, all paths are execution sequences under scane free interpretation. Thus if we concentrate on just the contents of that register which we believe will ultinately be transferred to z, and ignore other values, we cannot be trapped into following a "tad" path. If v is our "guessed" variable and we have stored the current value of v, that suffices. All continuations of the current path must be valid (consistent). 

The main idea of the proof of the theorem is the Beilinson spectral sequence which gives the monad description of a torsion free sheaf A on P. ... 

From the above lemma, i i-term vanishes unless q = It follows that the spectral sequence must degenerate at 2-term. Furthermore, since the spectral sequence must converge to E —1) which sits only on degree 0, we have kera = 0, coker6 = 0, and (—1) = ker6/ima. Therefore, by tensoring with 0]p2(l) we have the following monad description of E. Namely, there exists a complex... 

Make sure that the background model is set to monad frequencies from the input sequences (see Note 11). 

Estimation of expected dyad frequencies Monad calibration in input sequences Sequences ... 

NH(CH2)5C0 4 with regular sequences of six carbon atoms between the nitrogen atoms. A nylon with two numbers is termed dyadic indicating that it contains both dibasic acid (or acid chloride) and diamine moieties, in which the first number represents the diamine and the second the diacid used in the synthesis. The monadic nylons have one number, indicating that synthesis involved only one type of monomer. This terminology means that a poly (a-amino acid) would be nylon-2. 

Laser Raman spectroscopy has been proposed as a useful technique for probing the microstructure of copolymers. Good correlations were found between the concentrations of some isolated, dyad, triad and tetrad comonomer sequences in vinyl chloride/vinylidene chloride copolymers and certain scattering intensities [99]. The positions and intensities of particular absorption bands have also been correlated with chain microstructure in an infrared study of ethylene/vinyl chloride copolymers, previously characterised by C-NMR analysis [100]. More recently, FTIR spectra have been analysed for monad, dyad and triad monomer sequence-distribution dependencies in random styrene/acrylonitrile copolymers [101]. Changes in peak intensities from normalised spectra were correlated with microstructure probabilities assignments were given if there existed a linear relationship between peak intensity and the number fraction of a microstructure. 

The authors claimed that only monads are incorporated in a copolymer, simplifying the system description or overlooking formations of dyads (and because of the statistical nature of propagations, also longer sequences, existing in much lower... 

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