SmartAnswer: Enhancing AI Answering Systems with TextGrad and Test-Time Scaling
Summary
This blog post explores how TextGrad Yuksekgonul et al., 2024 and Test-Time Scaling Jurayj et al., 2025 can be combined to create a self-improving AI answering system that:
- Iteratively refines responses using LLM-generated textual feedback.
- Dynamically increases compute to improve reasoning when confidence is low.
- Avoids incorrect answers in high-stakes situations by abstaining when uncertain.
By merging these techniques, we achieve more reliable, context-aware, and confidence-calibrated AI responses.
It shows how to test this new implementation against a standard approach. It also shows how you could incorporate it into a Retrieval-Augmented Generation (RAG) system.
SmartAnswer Class Implementation
To encapsulate our approach, we define a SmartAnswer
class that implements the TextGrad and Test-Time Scaling solution:
import textgrad as tg
import numpy as np
class SmartAnswer:
def __init__(self, model_name="gpt-4o", confidence_threshold=0.95, max_iterations=3):
self.model = tg.BlackboxLLM(model_name)
self.confidence_threshold = confidence_threshold
self.max_iterations = max_iterations
def estimate_confidence(self, response):
"""
Estimates confidence based on token probabilities using entropy-based normalization.
"""
token_probs = np.array(response.token_probabilities) # Assuming token_probabilities is available
entropy = -np.sum(token_probs * np.log(token_probs))
normalized_confidence = 1 - (entropy / np.log(len(token_probs))) # Normalize between 0 and 1
return normalized_confidence
def generate_answer(self, question_text):
question = tg.Variable(question_text, requires_grad=False)
answer = self.model(question)
answer.confidence = self.estimate_confidence(answer)
# Apply TextGrad optimization
loss_fn = tg.TextLoss("Evaluate the answer and suggest improvements.")
for _ in range(self.max_iterations):
loss = loss_fn(answer)
loss.backward()
optimizer = tg.TGD(parameters=[answer])
optimizer.step()
answer.confidence = self.estimate_confidence(answer)
# Apply Test-Time Scaling
if answer.confidence < self.confidence_threshold:
refined_answer = self.model.compute_more_steps(question)
refined_answer.confidence = self.estimate_confidence(refined_answer)
if refined_answer.confidence > answer.confidence:
answer = refined_answer
# Decide whether to answer or abstain
if answer.confidence >= self.confidence_threshold:
return answer.value
else:
return "Model chooses to abstain due to low confidence."
Comparing SmartAnswer vs. Standard LLM Approach
To evaluate the benefits of SmartAnswer
, we compare it against a standard LLM response generation approach:
# Standard LLM Approach
class StandardLLM:
def __init__(self, model_name="gpt-4o"):
self.model = tg.BlackboxLLM(model_name)
def generate_answer(self, question_text):
question = tg.Variable(question_text, requires_grad=False)
return self.model(question).value
Testing the Two Approaches
# Initialize models
smart_answer = SmartAnswer()
standard_llm = StandardLLM()
question_text = "What is the capital of France?"
# Generate responses
smart_response = smart_answer.generate_answer(question_text)
standard_response = standard_llm.generate_answer(question_text)
print(f"SmartAnswer Response: {smart_response}")
print(f"Standard LLM Response: {standard_response}")
Expected Outcome
- The SmartAnswer system will refine the answer iteratively and return a higher-confidence response.
- The Standard LLM will return an answer instantly, without confidence validation or iterative improvements.
- If SmartAnswer’s confidence threshold is not met, it may abstain, improving reliability in high-stakes applications.
Incorporating SmartAnswer into a RAG-Based System
A Retrieval-Augmented Generation (RAG) system enhances LLM responses by retrieving relevant documents before generating an answer. SmartAnswer
can be seamlessly integrated into a RAG pipeline to refine responses iteratively while ensuring confidence-based answer selection.
Steps to Integrate SmartAnswer with RAG
- Retrieve relevant documents based on the query.
- Generate an initial response using SmartAnswer.
- Refine the response iteratively with TextGrad.
- Use confidence-based Test-Time Scaling to decide whether to answer or abstain.
Example Implementation
from langchain.vectorstores import FAISS
from langchain.embeddings import OpenAIEmbeddings
from langchain.chains import RetrievalQA
class RAGSmartAnswer:
def __init__(self, retriever, model_name="gpt-4o"):
self.retriever = retriever
self.smart_answer = SmartAnswer(model_name)
def get_answer(self, query):
retrieved_docs = self.retriever.get_relevant_documents(query)
context = "\n".join([doc.page_content for doc in retrieved_docs])
combined_query = f"Context: {context}\nQuestion: {query}"
return self.smart_answer.generate_answer(combined_query)
Testing RAG with SmartAnswer
# Initialize a vector database retriever
retriever = FAISS.load_local("./vectorstore", OpenAIEmbeddings())
rag_smart_answer = RAGSmartAnswer(retriever)
query = "What are the benefits of Test-Time Scaling?"
response = rag_smart_answer.get_answer(query)
print(f"RAG-SmartAnswer Response: {response}")
Benefits of SmartAnswer in RAG
- Ensures retrieved context is properly leveraged before generating an answer.
- Improves response accuracy through iterative refinement.
- Minimizes hallucinations by abstaining if the confidence is low.
- Optimally scales compute based on confidence scores.
Conclusion
By implementing SmartAnswer, we create an AI system that:
- Refines responses iteratively using TextGrad.
- Applies confidence-based test-time scaling to improve reasoning.
- Avoids incorrect answers by abstaining when confidence is low.
- Integrates seamlessly into RAG pipelines to improve answer relevance and accuracy.
This approach ensures that AI-generated answers are more accurate, context-aware, and reliable, making it ideal for knowledge-intensive and high-stakes applications.
References
- TextGrad: Automatic ‘Differentiation’ via Text - Yuksekgonul et al., 2024.
- Is That Your Final Answer? Test-Time Scaling Improves Selective Question Answering - Jurayj et al., 2025.