### TABLE 1. Transition matrix elements.

1998

### Table 1: Mapping of Elements of the Lm?1 Matrix to Elements of the Lm Matrix

"... In PAGE 8: ... All odd/even con guration pair combinations are evaluated in Table 1. Recursions of the form fi1i2 in(m) = 2 X i1;i2; ;in ai1i2 in fi1i2 in(m ? 1) can be developed for a representative spin i = i1i2 in in each equivalence class by consideration of the appropriate terms of Table1 that contribute to the summation in the right-hand-side of this equation. The f0s can be placed in the form of a linear system of di erence equations x(m) = An x(m ? 1) y(m) = TracefLn mg = Cn x(m) where the ith component of the initial state for m = 2 is given by fi1i2 in(2) = TracefPi1L2Pi2L2 PinL2Pi1g where i = i1i2 in corresponds to the appropriate representative sequence of 1 apos;s and 2 apos;s.... In PAGE 8: ... For zero eld (B = 0), the order of the system further reduces. 4 Derivation of the State Transition Matrix Table1 which relates the elements of the Lm?1 to the elements of the Lm matrix can be rewritten by de ning m ! s1, 0 m ! s2, m?1 ! s0 1, and 0 m?1 ! s0 2. The powers of the exponential term e are shown in Table 2 for B = 0.... ..."

### TABLE 3. Correlation Matrix of Elemental Cognitive Elements of Sensemaking

2005

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### Table 5.1: Logic matrix elements for disjunction of pattern elements.

2001

### Table 5 Summary of the parameters used in the calculation of the matrix elements.

### Table 5.2: Non-zero matrix elements

### Table I. We are now in a position to evaluate the matrix elements of the Hamiltonian

### Table 1 The elements of G matrix in system matrix

"... In PAGE 3: ... The number of nodes of the system is 24; the number of integral units s is 2; the number of delay units z is 2; the number of branches is 37; the number of input node is 1; and the number of output node is 24. In the signal flow graph, the elements of G matrix in system matrix have the following corresponding relationship shown in Table1 , where the coefficients of the multiplier k11=-0.3090, k12=0.... ..."