2025 Conference Archive
Distracting and Replacing Behaviors for Students with Autism
Format
Individual Presentation
Format
Poster Presentation
First Presenter's Institution
Lake Forest Hills Elementary School RCSS
First Presenter’s Email Address
hollego@boe.richmond.k12.ga.us
First Presenter's Brief Biography
J. Gordon Holley has over 30 years’ experience teaching and learning in special education classrooms. He earned a bachelor’s degree in psychology and a master’s degree in behavior disorders from Valdosta State University. After that he earned an educational specialist degree from Augusta University in educational leadership. He has served in elementary, middle, and high school settings. Most of his time has been directly focused in classrooms with challenging behaviors.
Submitter
I am submitting this proposal as one of the presenter(s)
Location
Harborside Ballroom
Strand #1
Heart: Social & Emotional Skills
Strand #2
Health: Mental & Physical Health
Relevance
By using a humanistic approach to distracting and replacing problem behaviors students gain access to previously prohibited social interactions. The approach to replacing problem behaviors directly ties into the social and emotional skills by teaching pro-social skills.
Brief Program Description
Students with autism are often not at the expected social and emotional milestones for their age. They may have high levels of frustration. They may also have uncontrollable emotions or aggressive behavior. By distracting and replacing problematic behaviors through a humanistic approach pro-social behaviors can be fostered. This approach helps the student gain access to social situations that were once not permitted.
Summary
I use a humanistic approach to teach pro-social behaviors in my classroom. The behaviors targeted are identified in student IEPs and data is collected and graphed to see if the strategies are working. Instead of saying no or stop we use a replacement that would be mutually exclusive. For example instead of saying “no” we might say, “Let’s try…..” Instead of saying “stop hitting” we offer high fives as a replacement. I use safe hands as a reminder not to hit others. The approach looks through the eyes of the student as well as the teacher. I have to ask the question, to myself, what is the goal of the behavior and find a way to accomplish the goal without resorting to behaviors that would be considered problematic.
The graphs indicate how well a strategy has worked and if we need to refine it further. When I work with my students aggression is often met with aggression. Students mirror what they see. My students are always giving back what they perceive from other students and teachers. If students feel comfortable and in a calm environment, they will respond in kind. It is a progressive learning curve with setbacks along the way. It takes constant reinforcement and reteaching daily.
The approach looks at teaching the social skills from a different perspective. Students are held accountable for their behaviors but they are not seen as “bad” or “problematic” students. It takes work on the teachers part to stay ahead of behaviors and anticipate what may be needed. Over time it becomes easier to teach as skills develop permanence.
Evidence
The humanistic approach in an autism classroom has a basis in research. One such study lends support to using the approach to humanize students instead of looking them as a problem. https://www.researchgate.net/publication/343834728_Practitioner_experience_of_the_impact_of_humanistic_methods_on_autism_practice_A_preliminary_study
Another study challenges us to understand the whole person and approach the student from this lens. https://files.eric.ed.gov/fulltext/EJ1250733.pdf
The graphs from my class also indicate the approach has worked.
During instructional period, Student A will decrease his frequency of hitting from 15 instances a day to no more than 3 instances a day.
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
Learning Objective 1
Participants will see the value of the humanistic approach.
Learning Objective 2
Participants will improve classroom outcomes in Autism classrooms.
Learning Objective 3
Participants will develop a humanistic approach to working with students.
Keyword Descriptors
Autism, Humanistic, Pro-social, Replacement, Distract
Presentation Year
2025
Start Date
3-2-2025 4:45 PM
End Date
3-2-2025 6:00 PM
Recommended Citation
Holley, Jackie G., "Distracting and Replacing Behaviors for Students with Autism" (2025). National Youth Advocacy & Resilience Conference. 100.
https://digitalcommons.georgiasouthern.edu/nyar_savannah/2025/2025/100
Distracting and Replacing Behaviors for Students with Autism
Harborside Ballroom
Students with autism are often not at the expected social and emotional milestones for their age. They may have high levels of frustration. They may also have uncontrollable emotions or aggressive behavior. By distracting and replacing problematic behaviors through a humanistic approach pro-social behaviors can be fostered. This approach helps the student gain access to social situations that were once not permitted.