Identity work support perceptions (IWSP): Development of a construct and measure.

Every day, people perform internal (e.g., thoughts) and external (e.

Resign or carry-on? District and principal leadership as drivers of change in teacher turnover intentions during the COVID-19 crisis: A latent growth model examination.

During the COVID-19 pandemic, teachers in the United States, an already at-risk occupation group, experienced new work-related stressors, safety concerns, and work-life challenges, magnifying on-going retention concerns. Integrating the crisis management literature with the unfolding model of turnover, we theorize that leader actions trigger initial employee responses but also set the stage for on-going crisis response that influence changes in teachers' turnover intentions. We apply latent growth curve modelling to test our hypotheses based on a sample of 617 K-12 teachers using nine waves of data, including a baseline survey at the start of the 2020-2021 school year and eight follow-up surveys (2-week lags) through the Fall 2020 semester.

Changes to the work-family interface during the COVID-19 pandemic: Examining predictors and implications using latent transition analysis.

Employees around the world have experienced sudden, significant changes in their work and family roles due to the COVID-19 pandemic. However, applied psychologists have limited understanding of how employee experiences of work-family conflict and enrichment have been affected by this event and what organizations can do to ensure better employee functioning during such societal crises. Adopting a person-centered approach, we examine transitions in employees' work-family interfaces from before COVID-19 to after its onset.

Reflective prolate-spheroidal operators and the KP/KdV equations.

Commuting integral and differential operators connect the topics of signal processing, random matrix theory, and integrable systems. Previously, the construction of such pairs was based on direct calculation and concerned concrete special cases, leaving behind important families such as the operators associated to the rational solutions of the Korteweg-de Vries (KdV) equation. We prove a general theorem that the integral operator associated to every wave function in the infinite-dimensional adelic Grassmannian [Formula: see text] of Wilson always reflects a differential operator (in the sense of below).

Selecting response anchors with equal intervals for summated rating scales.

Summated rating scales are ubiquitous in organizational research, and there are well-delineated guidelines for scale development (e.g., Hinkin, 1998).