Learn to compute similarity between two MCP states using JSON payloads, vectorization, and cosine similarity—with a step-by-step Python guide.

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Create a JSON structure to represent the MCP context. Here’s an example skeleton:
{
"system_instructions": "You are a helpful assistant specialized in finance.",
"user_profile": {
"name": "John Doe",
"preferences": {
"preferencesList": ["short answers", "data-driven insights"]
},
"goals": ["improve budgeting skills"]
},
"document_context": {
"knowledge_base": ["financial terms glossary", "recent uploads"],
"recentuploads": ["financialreport_q1.pdf"]
},
"active_tasks": ["learn about stock market basics"],
"tool_access": {
"allowed_tools": ["web browser", "calculator"]
},
"rules_constraints": {
"avoid": ["medical diagnoses"]
}
}
To determine the similarity between two MCP states, you need to compare the JSON structures.
Example Python code using cosine similarity from the sklearn library:
from sklearn.feature_extraction.text import TfidfVectorizer
from sklearn.metrics.pairwise import cosine_similarity
Example MCP JSON strings
mcpstate1 = """{
"system_instructions": "You are a helpful assistant specialized in finance...",
...
}"""
mcpstate2 = """{
"system_instructions": "You are a chatbot designed for assisting users with finance...",
...
}"""
vectorizer = TfidfVectorizer()
Convert text into vectors
vectors = vectorizer.fittransform([mcpstate1, mcpstate_2])
Compute cosine similarity
similaritymatrix = cosinesimilarity(vectors)
similarityscore = similaritymatrix[0, 1]
print(f"Similarity score between MCP states: {similarity_score}")
The above steps guide you through understanding, implementing, and analyzing the similarity between two MCP states, facilitating predictable and effective model behavior.
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