| Literature DB >> 33102816 |
Franklin Dexter1, Richard H Epstein2, Anil A Marian1.
Abstract
BACKGROUND: An "unscheduled absence" refers to an occurrence when an employee does not appear for work and the absence was without advance approval by an authorized supervisor. Recently we estimated the prevalence of unscheduled absences in a cohort of certified registered nurse anesthetists at the University of Miami. We performed a historical cohort study for all types of anesthesia practitioners at the University of Iowa.Entities:
Keywords: Anesthesiology resident; Nurse anesthetist; Presenteeism; Staff scheduling; Unscheduled absences
Year: 2020 PMID: 33102816 PMCID: PMC7568467 DOI: 10.1016/j.pcorm.2020.100139
Source DB: PubMed Journal: Perioper Care Oper Room Manag ISSN: 2405-6030
Fig. 1Flow diagram of operating room person-assignments studied, as described in detail in the successive paragraphs of the Methods. The Mixed Effects analysis excludes person-assignment days for which the practitioner might be identifiable, due to few working days. The Total Population analysis includes all person-assignment days.
Unadjusted percentages of unscheduled absences.
| Percentages of unscheduled absences | ||
|---|---|---|
| Anesthesia practitioners | Tue, Wed, Thu, not adjacent to holiday (N=32,659) | Mon, Fri, or day adjacent to holiday (N=23,778) |
| Residents and fellows | 0.28% (23/ 8208) | 0.54% (32/ 5872) |
| Anesthesiologists | 0.80% (84/ 10523) | 0.83% (64/ 7727) |
| Student nurse anesthetists, SRNAs (N=19 people, N=3561 days) | 1.00% (21/ 2097) | 1.15% (19/ 1464) |
| Nurse anesthetists, CRNAs | 1.14% (135/ 11831) | 1.81% (158/ 8715) |
Example of Section 4 treating the unscheduled absence rate as a binomial probability.
| Probabilities | Unscheduled absence rate 0.28% | Unscheduled absence rate 1.81% |
|---|---|---|
| 0 unscheduled absences among 65 scheduled | 83.3% | 30.4% |
| 1 or more unscheduled absences among 65 scheduled | 16.7% | 69.6% |
| 2 or more unscheduled absences among 66 scheduled | 1.5% | 33.7% |
| 3 or more unscheduled absences among 67 scheduled | 12.2% | |
| 4 or more unscheduled absences among 68 scheduled | 3.5% |
The probability of identifying > x events in a n independent trials where the probability of the event occurring in an individual trial = p can be calculated in Excel using the formula 1 - BINOM.DIST(x, n, p, TRUE), or in Google Sheets using 1 - BINOMDIST(x, n, p, TRUE).