LISA ChatGPT

Well-being and mental health are fundamental components of children's development and their educational success. Yet, more than one in four children face challenges such as neurodevelopmental and learning disorders (like Specific Learning Disorder, Autism Spectrum Disorder, Attention deficit hyperactivity disorder, etc.), mood disorders (like anxiety, depression), or emotional and behavioral disorders.

In the absence of detection and intervention, these challenges often lead to severe consequences for the child and those around them: lack of interest, dropping out, bullying, violence, suicidal actions...

The LISA research-action program provides educational stakeholders with tools to identify, understand, and collaborate, to support each child, both in and outside of school, based on their strengths and needs. Co-constructed by teachers, families, researchers, clinicians, and other educational actors, LISA develops a community, a training program, and a digital platform.

LISA is originally developed and prototyped in France, initiated by iféa, a network of innovative schools, and the Learning Planet Institute. LISA is developed Under the supervision of its scientific committee, including Ariel B. Lindner, Bennett L. Leventhal, Richard Delorme, Bruno Falissard, Caroline Huron, Yasser Kazhaal, and others; a dedicated team including Anirudh Krishnakumar, Naima Page, Kseniia Konischeva, Arno Klein, and others; and key partner institutions including the Child Mind Institute, INSERM U1284, CléPsy, and the Robert Debré Hospital in Paris.

The project has received support from the French government to be deployed in 200 schools within the Académie de Créteil, Académie de Paris, Académie de Versaille, and the Mission laïque française.

LISA aims to provide stakeholders in the education of children and adolescents with evidence-based, actionable, and accessible training and guidance in the process of identifying and supporting their unique strengths and needs. As part of this effort, LISA is building a database of resources, Lisapedia.

While all Lisapedia content will be carefully written, reviewed, and validate by a scientific and editorial committee, this page represents a technological proof of concept of combining structured knowledge from field experts with generative AI to draft content, which can then be reviewed and edited by experts.

THIS CONTENT IS DISPLAYED HERE FOR DEMONSTRATION PURPOSES ONLY. IT IS NOT INTENDED TO BE USED AS A REFERENCE. SOME CONTENT MAY BE IRRELEVANT, OR EVEN OUTRIGHT FALSE. IF YOU SUSPECT A MEDICAL CONDITION, IMMEDIATLY REFER TO A TRAINED PROFESSIONAL.

I want to help my children/student in the following, more specific area:Help

Attention/Concentration - regulating attention and concentration
Attention is the ability to focus interests, cognition, emotions and/or other resources on a particular object, goal, idea, effort, activity, etc. Attention and concentration are cognitive processes that allow for the selection and focus on a particular task or object (including goals, ideas, etc.) for some period of time. It is usually easier to pay attention when there is strong interest, feeling or commitment to a particular topic or goal. Concentration and attention can vary by environment and other concomitant obligations. Attention and concentration often require active avoidance of distraction. Failure to maintain attention often leads to mistakes and interruptions in important tasks.
Planning and Organization - developing plans to complete tasks
Planning and organization, often referred to as "executive functions," make it possible to allocate cognitive and other resources to successfully sequence and complete tasks. Planning and organization are learned skills that require the appropriate application of attention, cognitive ability, and memory in order to create and sustain a plan. This includes both short-term and long-term planning for projects, assignments, and other activities. It also includes the monitoring of these processes and plans in order to assure progress toward the desired goal. While younger children have difficulty with executive functions due to a limited concept of time, with maturity, it is possible to manage more and multiple complex tasks, with intermixed goals and objectives.
Memory/Recall - expending effort and employing strategies for remembering and recalling
Memory is a complex biological function that allows for the brain to store and recall factual information and related emotional and other factors that are linked to the facts. There are multiple forms of memory to account for different uses of the stored information. Short-term memory is for the management of information that is needed temporarily to complete a brief task. For intermediate level activities, information from short-term memory is transferred to working memory for more extended task completion. Long-term memory is information that may be used again and again and/or over extended periods of time. The durability of a particular memory depends a great deal on the importance of that which is being remembered, the linkages of that memory to other important factors (i.e., emotions, location, sensory associations, other memories, etc.), repetition of the memory over the course of time, and distractions or disruptions when the memory is being stored.
Abstract Thinking - understanding and applying abstract concepts, such as analogies and metaphors
Abstraction is the ability to think flexibly about ideas rather than just concrete circumstances, including words and events. The ability to engage in abstract thinking is essential to many forms of human expression, including mathematics, science, literature, play, humor etc. Abstract thinking includes skills such as the ability to think about numbers without having something to count, and to play "make-believe" or to tell an imaginary story (e.g., fairy tales). Without abstract thinking, it is difficult to expand thoughts and ideas beyond the concrete objects, limiting creative problem-solving.
Thinking Speed - adapting thinking speed to meet situational demands
The pace of adaptive thinking varies to meet the demands of the task. Multiple factors contribute to the enormous variation in thinking speed as individuals process information, including attention, intellectual ability, interests, familiarity, and memory, as well as environment and practice. It is important to manage thinking speed in order to allocate flexible amounts of time to appropriately address varying problems and challenges. Thinking faster is not always helpful as it may lead to errors, whereas thinking slowly may lead to missed opportunities. Finding successful balance in regulating thinking speed is essential for successful adaptation.
Self-Image - recognizing one's own strengths and weaknesses
Self-image is the internal sense of identity. It not only includes objective perception of self, along with wishes and aspirations as well as the notion of how one compares to others. The objective components of self-image include perceptions of how one looks, feels, thinks, and acts, placed in a cultural frame, that includes lessons learned from peers, family members, and the community (e.g., role models, social media, etc.).
Task Completion - recognizing beginning, structure, and end of tasks

In this area, my children/student displays the following behavior:Help

Does not understand abstract concepts, including the implied meaning of words and expressions
Overly concrete and permitting only the consideration of ideas and objects that are actually present in the moment, to the exclusion of imagined objects and abstract concepts. Does not understand, or is confused, when presented with abstract concepts (e.g., metaphors, similes, analogies, aphorisms, fantasy, etc.).
Adaptively and practically interprets abstract concepts, such as metaphors
Flexibly using abstract thinking helps identify creative solutions to problems or challenges. Successful adaptation requires making appropriate distinctions between the need for abstract thinking and concrete planning, making it essential to comfortably move selectively from the use of one strategy to the other.
Understands all concepts but can not practically put ideas into actions
Dreamers who are preoccupied with abstract ideas to the exclusion of essential/basic concrete facts and knowledge, leading to the inability to flexibly balance abstraction with concrete thinking in a manner that allows for successful problem-solving and adaptation.

I am:

This is the generated guide:

View prompt


I am a 12th grade math teacher. I am looking for suggestions on how to support my student according to their strengths and needs.

You are a child and adolescent psychiatrist. Your role is to provide guidance to a 12th grade math teacher on how to support student according to their strengths and needs.

My student has been assessed for the following dimension:

Abstract Thinking - understanding and applying abstract concepts, such as analogies and metaphors: Abstraction is the ability to think flexibly about ideas rather than just concrete circumstances, including words and events.  The ability to engage in abstract thinking is essential to many forms of human expression, including mathematics, science, literature, play, humor etc. Abstract thinking includes skills such as the ability to think about numbers without having something to count, and to play "make-believe" or to tell an imaginary story (e.g., fairy tales). Without abstract thinking, it is difficult to expand thoughts and ideas beyond the concrete objects, limiting creative problem-solving.
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His/her profile is as follows:

Does not understand abstract concepts, including the implied meaning of words and expressions: Overly concrete and permitting only the consideration of ideas and objects that are actually present in the moment, to the exclusion of imagined objects and abstract concepts. Does not understand, or is confused, when presented with abstract concepts (e.g., metaphors, similes, analogies, aphorisms, fantasy, etc.).

Create a guide that I can use and share to best support my student.

The guide MUST have the following structure:


1. Overview of the challenges associated with this profile

Present this section as a markdown table with 2 columns:
- Challenges,
- How they manifest.

2. Efficient, evidence-based strategies to support this student

In this section, include 3 to 5 strategies. Each strategy must have:
- A title,
- A brief description and why it is efficient,
- Specific implementation steps,
- Parameters to monitor and adjust.

Present this information in a markdown table with 4 columns.

Each strategy must be sustainable and easy to implement in the classroom, and lead to this student nurturing his strengths and building resilience.

3. Do and don'ts

List common mistakes to avoid and best practices to follow when supporting this student.

Present this information in a markdown table with 2 columns.

4. Further reading and research

List resources that can help me learn more about this profile, as well as a choice of keywords to use in my own research.

Be concise and use simple language. Prefer using bullet points and/or markdown tables instead of long text paragraphs.

Overview of the challenges associated with this profile

Challenges	How they Manifest
Difficulty with metaphors, similes, analogies	The student may become confused or agitated when presented with these abstract concepts. He/she might not grasp the implied meaning of these phrases and could take them literally.
Struggle with abstract mathematical concepts	This could manifest in struggling with concepts that are not tangible or visible, such as algebra properties or theorems.
Difficulty with problem-solving	The problem-solving often requires abstract thinking skills. A lack of these skills can lead to an inability to comprehend and solve math problems, especially complex ones.

Efficient, evidence-based strategies to support this student

Title	Description & Efficiency	Implementation Steps	Parameters to monitor and adjust
Concrete to Abstract Teaching (CRA)	This approach is effective as it moves from concrete materials to pictorial representation to abstract symbols. It helps the learner to gradually understand abstract concepts through a systematic and logical sequence.	1. Begin by using physical objects to demonstrate a concept. 2. Move onto pictorial representations. 3. Finally progress to symbolic or abstract representation.	Monitor the student’s understanding at each step before progressing to the next. Adjust by revising steps as necessary or providing reinforcement at each stage.
Step-by-Step Guidance	Breaking down abstract problems into smaller, manageable steps can help the student work through problems more easily.	1. Demonstrate each step of solving a problem clearly. 2. Have the student practice each step individually before attempting the whole problem.	Monitor their understanding of each step. Adjust by giving additional explanation or practice as needed.
Real-life Applications	Involving real-world context can make abstract concepts much more understandable as they provide a concrete base.	1. Use real-life scenarios or examples to explain abstract concept. 2. Allow the student to solve practical problems related to these scenarios.	Watch the student's ability to apply the maths concept in a practical context. Adjust the complexity of scenarios based on student's understanding.

Do's and Don'ts

Do's	Don'ts
Do provide plenty of examples that are concrete and relatable.	Don't make assumptions about what the student can handle without clear evidence of understanding.
Do reinforce the idea that struggling with abstract thinking is no reflection on the student's intelligence.	Don't give vague instructions or explanations.
Do take the time to understand the student's point of view.	Don't rush through abstract concepts without ensuring understanding.

Further reading and research

"Concrete to Abstract Teaching in Math" by Jerome Bruner
"Effective Math Teaching Strategies" by the Open University
"Understanding and Supporting Abstract Thinking in Children" by Child Mind Institute

Keywords for research:

Concrete to Abstract Teaching (CRA)
Schema-based Instruction
Abstract Thinking in Mathematics
Problem-solving strategies
Abstract Reasoning.