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Physical component score

The SF36 (8) has eight component scores labeled physical function, physical role limitation, bodily pain, general health, vitality, social function, emotional role limitation, mental health, plus a single item on the reported health transition over the last year. Each dimension is scored separately and then transformed to a 0 to 100 scale, with lower scores indicating poorer health. The physical and mental component categories are collapsed to produce two summary scores, the physical component score (PCS) and the mental component score (MCS). The questionnaire takes 5 to 10 minutes to complete and is self-administered. [Pg.274]

The coordinates of each solvent point are (i) the factor (or principal component) scores F, and (ii) the factor (or principal component) loadings L. They give the information necessary to reconstitute the original physical properties D of any solvent according to Eq. (3-15). [Pg.86]

A commonly used profile instrument is the Medical Outcomes Study 36-Item Short-Form Health Survey (SF-36). This instrument includes nine health concepts or scales (Table 2-3). The SF-36 can be self-administered or administered by a trained interviewer (face to face or via telephone). This instrument has several advantages. For example, it is brief (it takes about 5-10 minutes to complete), and its reliability and validity have been documented in many clinical situations and disease states. " A means of aggregating the items into physical (PCS) and mental (MCS) component summary scores is available." In addition, an abbreviated version of the SF-36 containing only 12 items (SF-12) has been introduced." However, the scale scores and mental and physical component summary scores derived from the SF-12 are based on fewer items and fewer defined levels of health and, as a result, are estimated with less precision and less reliability. The loss of precision and reliability in measurement can be a problem in small samples and/or with small expected effect sizes for an intervention. [Pg.19]

The goal of Q-mode FA is to determine the absolute abundance of the dominant components (i.e., physical or chemical properties) for environmental contaminants. It provides a description of the multivariate data set in terms of a few end members (associations or factors, usually orthogonal) that account for the variance within the data set. A factor score represents the importance of each variable in each end member. The set of scores for all factors makes up the factor score matrix. The importance of each variable in each end member is represented by a factor score, which is a unit vector in n (number of variables) dimensional space, with each element having a value between -1 and 1 and the... [Pg.269]

The median total score on this exam for the students taking the one semester course is slightly higher (4 more correct answers) than the median score on the exam for students who took the previous, two-semester, version of physical chemistry. Of more interest to us are the scores on the individual components of the exam. [Pg.305]

Chemical kinetics and thermochemistry are important components in reacting flow simulations. Reaction mechanisms for combustion systems typically involve scores of chemical species and hundreds of reactions. The reaction rates (kinetics) govern how fast the combustion proceeds, while the thermochemistry governs heat release. In many cases the analyst can use a reaction mechanism that has been developed and tested by others. In other situations a particular chemical system may not have been studied before, and through coordinated experiments and simulation the goal is to determine the key reaction pathways and mechanism. Spanning this spectrum in reactive flow modeling is the need for some familiarity with topics from physical chemistry to understand the inputs to the simulation, as well as the calculated results. [Pg.6]

A conceptual model is the rationale for and description of the concepts that a measurement instrument is intended to assess and the interrelationships of those concepts. A measurement model is an instrument s scale and subscale structure and the procedures followed to create scale and subscale scores. An example is the well-defined conceptual and measurement models for the scales and scale structure of the SF-36. The SF-36 contains 36 items that cover nine theory-based health concepts. Eight of these health concepts are measured by multi-item scales. There is a clearly defined means of creating the individual scale scores and the physical and mental component summary scales. ... [Pg.22]

Latent variable methods that produce scores and loadings do not use physical units. The plots of these are therefore unit-free or use abstract units. Also, the items plotted against each other (scores, loadings) are based on the same measured data. This makes these plots special. In two-way data analysis by principal component analysis, the scores are orthogonal... [Pg.178]

Force fields were originally developed to simulate the conformational, thermodynamic and kinetic behaviors of small molecules or macromolecules much more efficiently, from a computer resource perspective, than quantum mechanical methods. It was hoped that if the interaction components of the force fields were applied to docking and scoring, the more accurate representation of the physics of protein ligand interactions would result in more accurate predictions of protein ligand binding affinities. [Pg.441]

As the original data matrix can be represented in the variable and object space, the results of the PCA can be displayed in a corresponding score and loading plot. The score plot is the realization of the principal components and represents the position of the objects in the new coordinate system. In this study, score plots were employed to identify similar objects (i.e., columns). Similarly, the loading plots depict the influence of the original variables on a principal component. Usually, it is assumed that principal components which describe a large part of the variance also represent important physical or chemical factors (e.g., in this case, the special characteristics of the different columns). Smaller factors can be interpreted as noise. [Pg.704]


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