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Correction: Stress Reduction in Perioperative Care: Feasibility Randomized Controlled Trial

Correction: Stress Reduction in Perioperative Care: Feasibility Randomized Controlled Trial

In “A Stress Reduction in Perioperative Care: Feasibility Randomized Controlled Trial” (J Med Internet Res 2025;27:e54049) the authors noted one error. Affiliation 2 has been revised from: Adhera Therapeutics (United States), Wake Forest, CA, United States to: Adhera Health Inc, Santa Cruz, CA, United States Additionally, the Conflicts of Interest section has been updated from: IACG, HA, SH-F, and PLG-S are employees of Adhera Therapeutics, which owns the Adhera CARINAE DH Program.

Haridimos Kondylakis, Irene Alice Chicchi Giglioli, Dimitrios Katehakis, Hatice Aldemir, Paul Zikas, George Papagiannakis, Santiago Hors-Fraile, Pedro L González-Sanz, Konstantinos Apostolakis, Constantine Stephanidis, Francisco J Núñez-Benjumea, Rosa M Baños-Rivera, Luis Fernandez-Luque, Angelina Kouroubali

J Med Internet Res 2025;27:e73608

Correction: Effect of Harm Anchors in Visual Displays of Test Results on Patient Perceptions of Urgency About Near-Normal Values: Experimental Study

Correction: Effect of Harm Anchors in Visual Displays of Test Results on Patient Perceptions of Urgency About Near-Normal Values: Experimental Study

In “Effect of Harm Anchors in Visual Displays of Test Results on Patient Perceptions of Urgency About Near-Normal Values: Experimental Study” (J Med Internet Res 2018;20(3):e98) the authors noted one error. In Table 2, the row labels for the 3 rows under “Extreme results” have been revised.

Brian J Zikmund-Fisher, Aaron M Scherer, Holly O Witteman, Jacob B Solomon, Nicole L Exe, Angela Fagerlin

J Med Internet Res 2025;27:e74908

Balancing Human Mobility and Health Care Coverage in Sentinel Surveillance of Brazilian Indigenous Areas: Mathematical Optimization Approach

Balancing Human Mobility and Health Care Coverage in Sentinel Surveillance of Brazilian Indigenous Areas: Mathematical Optimization Approach

Additionally, we let Rj denote the set of cities within DSEI region j and let N be the total number of cities to be selected for the sentinel network. The optimization function was then defined as follows: subject to 1. ∑i xi = N, that is, select N cities to compose the sentinel. 2. ∑j∈Rjxj≥ 1, for all j ∈ 1, 2, ..., 34, that is, for each DSEI region j, at least 1 city in Rj is selected.

Juliane Fonseca Oliveira, Adriano O Vasconcelos, Andrêza L Alencar, Maria Célia S L Cunha, Izabel Marcilio, Manoel Barral-Netto, Pablo Ivan P Ramos

JMIR Public Health Surveill 2025;11:e69048