8 research outputs found
Tensed Ontology Based on Simple Partial Logic
Simple partial logic (=SPL) is, broadly speaking, an extensional logic which allows for the truth-value gap. First I give a system of propositional SPL by partializing classical logic, as well as extending it with several non-classical truth-functional operators. Second I show a way based on SPL to construct a system of tensed ontology, by representing tensed statements as two kinds of necessary statements in a linear model that consists of the present and future worlds. Finally I compare that way with other two ways based on Ćukasiewiczâs three-valued logic and branching temporal logic
Model fit information for competing latent class models.
<p>Model fit information for competing latent class models.</p
Item-response probabilities for four class models of total samples: Probability of individual disease in latent class.
<p>Item-response probabilities for four class models of total samples: Probability of individual disease in latent class.</p
Probabilities of individual disease comorbidities, by latent class.
<p>Blue line: class of multi-comorbidity, orange line: class of metabolic syndrome, grey line: class of hypertension and chronic obstructive pulmonary disease (COPD), yellow line: class of relatively healthy.</p
Baseline characteristics of incident psoriatic patients.
<p>Baseline characteristics of incident psoriatic patients.</p
Multiple logistic regressions of long-term care use and related factors.
<p>ORâ=âodds ratio; BMIâ=âbody mass index; NTDâ=âNew Taiwan dollar; ERâ=âemergency room;</p><p>IADLâ=âInstrumental Activities of Daily Living; ADLâ=âActivities of Daily Living.</p
Characteristics of the study population according to different long-term care use.
<p>*Missing 4 BMI data in non long-term care user; Missing 2 BMI data in institution user.</p><p>BMI: Body mass index; NTD: New Taiwan dollar; ER: emergency room; IADL: instrumental activities of daily living;</p><p>ADL: activities of daily living.</p