# Logic model development and use in geriatric education programs

## TL;DR

This presentation explains how logic models can help design and evaluate geriatric education programs by showing how activities lead to outcomes.

## Contribution

The presentation introduces a practical framework for using logic models in geriatric education program development and evaluation.

## Key findings

- Logic models provide a visual representation of program theory and assumptions.
- They help in evaluating different steps and linkages within a program.
- The presentation uses a case competition to illustrate logic model components.

## Abstract

This presentation will provide a brief overview of what a logic model is and how it can be used to support the development, implementation, and assessment of one’s geriatric education program/ projects. A logic model is a picture or visual representation of how a program does its work – the theory and assumptions underlying the program, the activities it undertakes, and how those actions are thought to lead to desired results/outcomes. For those that design and use a logic model, it provides a shared understanding around an initiative/program, is flexible, and can be updated, as well as serve as a framework for evaluation: one can evaluate any of the logic model steps or the linkages between steps. The presentation will provide attendees with the components of a logic model, a description of each component; inputs/resources, activities, products/outputs, short-term outcomes, and long-term outcomes, using the case of the interprofessional geriatric case competition. We will give tips on how to create and use one in the development and checking of logic of a program. Finally, the presentation will explain how subsequent presentations provide examples of evaluation at different points along the logic model. Attendees will have a clear understanding of the value of a logic model and how they could use one with their geriatric education program.

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Source: https://tomesphere.com/paper/PMC12762028