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*Total score of limitations due to conditions (Sum of weights from 1 to 5 for each condition present).
**Adjusted for age, company, smoking (previous or current smoker), frequency of drunkenness, baseline medical conditions (sum factor of earlier musculoskeletal symptoms, sports injury during the last month before entering the military), school success (educational level and grades combined), urbanisation level of the place of residence and waist circumference.
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To calculate a composite measure across all 15 process measures, we used the approach recommended by CMS in its Premier demonstration pay-for-performance program for aggregating across measures within condition: sum the numerators, sum the denominators, and then calculate the ratio of summed numerators to summed denominators [ 14].
Step 4: Apply the normalization condition (sum limits _{d} {{boldsymbol {pi }_{d}}} = 1).
These zeros satisfy (left| z_n-frac{1}{2}right |=frac{1}{2}) and of course also the Blaschke condition (sum _{n=1}^infty 1-|z_{n=1}^infty).
While u is a Lagrange multiplier coefficient which is determined by the condition (sum limits _{i = 1}^{N} {{P_{0,i}}}={P_{0}}). See Appendix 3. □.
end{aligned} The condition, (sum _{iin mathbf {N}}pi _{i}=gamma ) for (x>0,) is called the Samuelson's Condition.4 Conventional mathematical notation is used throughout in the same manner as in Sato (2012).
If the corresponding option is switched on ("-c yes") the combinations of (N_i^j) which do not satisfy the system charge-balance condition (sum _{i, j} q_i^j N_i^j=0) will be discarded.
Step 4: Apply the normalization condition (sum limits _{d} {{boldsymbol {pi }_{d}}} = 1) Step 5: Solve the system of linear equations π Q=0 to obtain the CTMC's steady state probabilities.
In the above, c k is the fractional concentration of species k, satisfying the condition ( sum limits_k{c}_k=1 ), J k is the flux of the corresponding species, μ k is its chemical potential, M k is its mobility.
When a doll-like dancer stiffly offers a posy to his sweetheart, she proves allergic: the human condition summed up in one big sneeze.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com