Agentic Design Pattern: Deductive Reasoning

Written by

in


    """
Pattern 161: Deductive Reasoning

Description:
    Deductive reasoning derives specific conclusions from general premises using
    logical rules. If the premises are true and the logic is valid, the conclusion
    must be true. This is the foundation of formal logic and mathematical proof.

Components:
    - Premise collection and validation
    - Logical rule application
    - Inference chain construction
    - Conclusion derivation
    - Validity checking

Use Cases:
    - Logical problem solving
    - Mathematical proofs
    - Rule-based systems
    - Legal reasoning
    - Formal verification

Benefits:
    - Guaranteed valid conclusions
    - Transparent reasoning
    - Systematic approach
    - Verifiable logic

Trade-offs:
    - Requires valid premises
    - Limited to formal logic
    - May be rigid
    - Doesn't discover new rules

LangChain Implementation:
    Uses ChatOpenAI for logical inference, premise validation,
    and step-by-step deduction chains
"""

import os
from typing import List, Dict, Any, Optional
from dataclasses import dataclass, field
from enum import Enum
from dotenv import load_dotenv

from langchain_openai import ChatOpenAI
from langchain_core.prompts import ChatPromptTemplate
from langchain_core.output_parsers import StrOutputParser

load_dotenv()


class LogicalOperator(Enum):
    """Logical operators"""
    AND = "and"
    OR = "or"
    NOT = "not"
    IMPLIES = "implies"
    IF_AND_ONLY_IF = "iff"


class InferenceRule(Enum):
    """Common inference rules"""
    MODUS_PONENS = "modus_ponens"  # If P→Q and P, then Q
    MODUS_TOLLENS = "modus_tollens"  # If P→Q and ¬Q, then ¬P
    HYPOTHETICAL_SYLLOGISM = "hypothetical_syllogism"  # If P→Q and Q→R, then P→R
    DISJUNCTIVE_SYLLOGISM = "disjunctive_syllogism"  # If P∨Q and ¬P, then Q
    CONTRAPOSITIVE = "contrapositive"  # P→Q equivalent to ¬Q→¬P


@dataclass
class Premise:
    """Logical premise or statement"""
    statement: str
    is_axiom: bool = False  # Assumed true
    confidence: float = 1.0
    source: Optional[str] = None


@dataclass
class InferenceStep:
    """Single step in deductive reasoning"""
    conclusion: str
    rule_applied: str
    premises_used: List[str]
    confidence: float = 1.0


@dataclass
class DeductiveProof:
    """Complete deductive proof"""
    premises: List[Premise]
    steps: List[InferenceStep]
    final_conclusion: str
    is_valid: bool
    reasoning_trace: List[str] = field(default_factory=list)


class DeductiveReasoningAgent:
    """Agent that performs deductive reasoning"""
    
    def __init__(self, model_name: str = "gpt-3.5-turbo"):
        """
        Initialize deductive reasoning agent
        
        Args:
            model_name: LLM model to use
        """
        self.llm = ChatOpenAI(model=model_name, temperature=0)
        self.validator_llm = ChatOpenAI(model=model_name, temperature=0)
    
    def prove(self, premises: List[Premise], 
              goal: str,
              max_steps: int = 10) -> DeductiveProof:
        """
        Construct deductive proof from premises to goal
        
        Args:
            premises: List of premises
            goal: Goal conclusion to prove
            max_steps: Maximum reasoning steps
            
        Returns:
            DeductiveProof with reasoning chain
        """
        reasoning_trace = []
        steps = []
        
        reasoning_trace.append("Starting deductive proof...")
        reasoning_trace.append(f"Goal: {goal}")
        
        # Format premises
        premises_text = "\n".join([
            f"- {p.statement}" for p in premises
        ])
        reasoning_trace.append(f"Given premises:\n{premises_text}")
        
        # Generate proof steps
        for i in range(max_steps):
            # Check if goal is reached
            if steps and steps[-1].conclusion.lower() in goal.lower():
                reasoning_trace.append(f"Goal reached in {i} steps!")
                break
            
            # Generate next inference step
            step = self._generate_next_step(premises, steps, goal)
            if step:
                steps.append(step)
                reasoning_trace.append(
                    f"Step {i+1}: {step.conclusion} (via {step.rule_applied})"
                )
            else:
                reasoning_trace.append("No more valid inferences possible")
                break
        
        # Validate proof
        is_valid = self._validate_proof(premises, steps, goal)
        
        final_conclusion = steps[-1].conclusion if steps else "No conclusion reached"
        
        return DeductiveProof(
            premises=premises,
            steps=steps,
            final_conclusion=final_conclusion,
            is_valid=is_valid,
            reasoning_trace=reasoning_trace
        )
    
    def _generate_next_step(self, premises: List[Premise],
                           existing_steps: List[InferenceStep],
                           goal: str) -> Optional[InferenceStep]:
        """Generate next logical inference step"""
        
        # Format context
        premises_text = "\n".join([f"- {p.statement}" for p in premises])
        
        if existing_steps:
            derived_text = "\n".join([
                f"- {s.conclusion}" for s in existing_steps
            ])
        else:
            derived_text = "None yet"
        
        # Create inference prompt
        prompt = ChatPromptTemplate.from_messages([
            ("system", """You are a logical reasoning expert. Given premises and a goal,
generate the next logical inference step using valid deductive reasoning rules.

Common rules:
- Modus Ponens: If P→Q and P, then Q
- Modus Tollens: If P→Q and ¬Q, then ¬P
- Hypothetical Syllogism: If P→Q and Q→R, then P→R
- Disjunctive Syllogism: If P∨Q and ¬P, then Q

Return only the new conclusion and the rule used."""),
            ("user", """Premises:
{premises}

Already derived:
{derived}

Goal: {goal}

What is the next logical inference? Format:
Conclusion: [your conclusion]
Rule: [rule name]
Uses: [which premises/conclusions]""")
        ])
        
        chain = prompt | self.llm | StrOutputParser()
        
        response = chain.invoke({
            "premises": premises_text,
            "derived": derived_text,
            "goal": goal
        })
        
        # Parse response
        return self._parse_inference_step(response)
    
    def _parse_inference_step(self, response: str) -> Optional[InferenceStep]:
        """Parse inference step from LLM response"""
        lines = response.strip().split('\n')
        conclusion = None
        rule = None
        uses = []
        
        for line in lines:
            line = line.strip()
            if line.lower().startswith('conclusion:'):
                conclusion = line.split(':', 1)[1].strip()
            elif line.lower().startswith('rule:'):
                rule = line.split(':', 1)[1].strip()
            elif line.lower().startswith('uses:'):
                uses_text = line.split(':', 1)[1].strip()
                uses = [u.strip() for u in uses_text.split(',')]
        
        if conclusion and rule:
            return InferenceStep(
                conclusion=conclusion,
                rule_applied=rule,
                premises_used=uses,
                confidence=1.0
            )
        
        return None
    
    def _validate_proof(self, premises: List[Premise],
                       steps: List[InferenceStep],
                       goal: str) -> bool:
        """Validate that the proof is logically sound"""
        
        if not steps:
            return False
        
        # Check if final conclusion matches goal
        final_matches = goal.lower() in steps[-1].conclusion.lower()
        
        # Use LLM to validate logical soundness
        premises_text = "\n".join([f"- {p.statement}" for p in premises])
        steps_text = "\n".join([
            f"{i+1}. {s.conclusion} (via {s.rule_applied})"
            for i, s in enumerate(steps)
        ])
        
        prompt = ChatPromptTemplate.from_messages([
            ("system", "You are a logic validator. Check if the reasoning steps are logically valid."),
            ("user", """Premises:
{premises}

Reasoning steps:
{steps}

Goal: {goal}

Is this proof logically valid? Respond with 'yes' or 'no' and brief explanation.""")
        ])
        
        chain = prompt | self.validator_llm | StrOutputParser()
        
        response = chain.invoke({
            "premises": premises_text,
            "steps": steps_text,
            "goal": goal
        })
        
        is_valid = 'yes' in response.lower() and final_matches
        return is_valid
    
    def apply_rule(self, rule: InferenceRule, 
                   statements: List[str]) -> Optional[str]:
        """Apply specific inference rule to statements"""
        
        rule_descriptions = {
            InferenceRule.MODUS_PONENS: "If P implies Q, and P is true, then Q is true",
            InferenceRule.MODUS_TOLLENS: "If P implies Q, and Q is false, then P is false",
            InferenceRule.HYPOTHETICAL_SYLLOGISM: "If P implies Q, and Q implies R, then P implies R",
            InferenceRule.DISJUNCTIVE_SYLLOGISM: "If P or Q, and not P, then Q",
        }
        
        prompt = ChatPromptTemplate.from_messages([
            ("system", f"Apply the logical rule: {rule_descriptions.get(rule, rule.value)}"),
            ("user", """Given statements:
{statements}

What conclusion can be derived? Provide just the conclusion.""")
        ])
        
        chain = prompt | self.llm | StrOutputParser()
        
        statements_text = "\n".join([f"- {s}" for s in statements])
        conclusion = chain.invoke({"statements": statements_text})
        
        return conclusion.strip()


def demonstrate_deductive_reasoning():
    """Demonstrate deductive reasoning pattern"""
    print("=" * 80)
    print("DEDUCTIVE REASONING PATTERN DEMONSTRATION")
    print("=" * 80)
    
    agent = DeductiveReasoningAgent()
    
    # Example 1: Classic syllogism
    print("\n" + "="*80)
    print("EXAMPLE 1: Classic Syllogism (Socrates)")
    print("="*80)
    premises = [
        Premise("All humans are mortal", is_axiom=True),
        Premise("Socrates is a human", is_axiom=True)
    ]
    goal = "Socrates is mortal"
    
    proof = agent.prove(premises, goal, max_steps=5)
    
    print("Premises:")
    for p in proof.premises:
        print(f"  - {p.statement}")
    
    print(f"\nGoal: {goal}")
    print(f"\nProof steps:")
    for i, step in enumerate(proof.steps, 1):
        print(f"  {i}. {step.conclusion}")
        print(f"     Rule: {step.rule_applied}")
    
    print(f"\nConclusion: {proof.final_conclusion}")
    print(f"Valid: {proof.is_valid}")
    
    # Example 2: Modus Ponens
    print("\n" + "="*80)
    print("EXAMPLE 2: Modus Ponens")
    print("="*80)
    statements = [
        "If it rains, the ground gets wet",
        "It is raining"
    ]
    conclusion = agent.apply_rule(InferenceRule.MODUS_PONENS, statements)
    print("Given:")
    for s in statements:
        print(f"  - {s}")
    print(f"\nConclusion: {conclusion}")
    
    # Example 3: Mathematical reasoning
    print("\n" + "="*80)
    print("EXAMPLE 3: Mathematical Reasoning")
    print("="*80)
    premises = [
        Premise("If x > 5, then x > 3", is_axiom=True),
        Premise("x = 7", is_axiom=True),
        Premise("7 > 5", is_axiom=True)
    ]
    goal = "x > 3"
    
    proof = agent.prove(premises, goal, max_steps=5)
    
    print("Premises:")
    for p in proof.premises:
        print(f"  - {p.statement}")
    
    print(f"\nReasoning:")
    for trace in proof.reasoning_trace:
        if "Step" in trace or "Goal" in trace:
            print(f"  {trace}")
    
    print(f"\nFinal: {proof.final_conclusion}")
    
    # Example 4: Logical chain
    print("\n" + "="*80)
    print("EXAMPLE 4: Hypothetical Syllogism")
    print("="*80)
    statements = [
        "If it rains, the roads are wet",
        "If the roads are wet, driving is dangerous"
    ]
    conclusion = agent.apply_rule(InferenceRule.HYPOTHETICAL_SYLLOGISM, statements)
    print("Given:")
    for s in statements:
        print(f"  - {s}")
    print(f"\nConclusion: {conclusion}")
    
    # Example 5: Complex proof
    print("\n" + "="*80)
    print("EXAMPLE 5: Multi-Step Proof")
    print("="*80)
    premises = [
        Premise("All birds have feathers", is_axiom=True),
        Premise("All animals with feathers can regulate body temperature", is_axiom=True),
        Premise("A penguin is a bird", is_axiom=True)
    ]
    goal = "A penguin can regulate body temperature"
    
    proof = agent.prove(premises, goal, max_steps=10)
    
    print("Premises:")
    for p in proof.premises:
        print(f"  - {p.statement}")
    
    print(f"\nGoal: {goal}")
    print(f"\nProof trace:")
    for trace in proof.reasoning_trace[-5:]:
        print(f"  {trace}")
    
    # Example 6: Modus Tollens
    print("\n" + "="*80)
    print("EXAMPLE 6: Modus Tollens (Proof by Contrapositive)")
    print("="*80)
    statements = [
        "If the alarm is working, it would have gone off",
        "The alarm did not go off"
    ]
    conclusion = agent.apply_rule(InferenceRule.MODUS_TOLLENS, statements)
    print("Given:")
    for s in statements:
        print(f"  - {s}")
    print(f"\nConclusion: {conclusion}")
    
    # Summary
    print("\n" + "="*80)
    print("SUMMARY: Deductive Reasoning Best Practices")
    print("="*80)
    print("""
1. PREMISE VALIDATION:
   - Verify premises are true
   - Identify axioms vs derived facts
   - Check premise consistency
   - Document premise sources

2. LOGICAL RULES:
   - Use established inference rules
   - Apply rules systematically
   - Maintain logical validity
   - Document rule application

3. PROOF CONSTRUCTION:
   - Build step-by-step chains
   - Connect premises to conclusion
   - Verify each step
   - Keep proofs as simple as possible

4. COMMON RULES:
   - Modus Ponens: P→Q, P ⊢ Q
   - Modus Tollens: P→Q, ¬Q ⊢ ¬P
   - Hypothetical Syllogism: P→Q, Q→R ⊢ P→R
   - Disjunctive Syllogism: P∨Q, ¬P ⊢ Q
   - Conjunction: P, Q ⊢ P∧Q

5. VALIDATION:
   - Check logical soundness
   - Verify conclusion follows
   - Test for fallacies
   - Review proof structure

6. APPLICATIONS:
   - Mathematical proofs
   - Legal reasoning
   - Rule-based systems
   - Formal verification
   - Logical problem solving

Benefits:
✓ Guarantees valid conclusions
✓ Transparent reasoning process
✓ Systematic and rigorous
✓ Verifiable logic
✓ Foundation for formal systems

Limitations:
- Requires true premises
- Limited to formal logic
- May be inflexible
- Doesn't generate new knowledge
- Can be verbose for complex proofs
    """)


if __name__ == "__main__":
    demonstrate_deductive_reasoning()

    

Agentic Design Pattern: Deductive Reasoning

Pattern 161: Deductive Reasoning – Line-by-Line Explanation

Overview

This document provides a detailed line-by-line explanation of the Deductive Reasoning pattern implementation.


Pattern Description

Pattern 161: Deductive Reasoning

Description: Deductive reasoning derives specific conclusions from general premises using logical rules. If the premises are true and the logic is valid, the conclusion must be true. This is the foundation of formal logic and mathematical proof.

Components: – Premise collection and validation – Logical rule application – Inference chain construction – Conclusion derivation – Validity checking

Use Cases: – Logical problem solving – Mathematical proofs – Rule-based systems – Legal reasoning – Formal verification

Benefits: – Guaranteed valid conclusions – Transparent reasoning – Systematic approach – Verifiable logic

Trade-offs: – Requires valid premises – Limited to formal logic – May be rigid – Doesn’t discover new rules

LangChain Implementation: Uses ChatOpenAI for logical inference, premise validation, and step-by-step deduction chains


File Statistics

  • Total Lines: 499
  • Classes: 6
  • Functions: 1
  • Constants: 0

Module Documentation

"""
Pattern 161: Deductive Reasoning

Description:
    Deductive reasoning derives specific conclusions from general premises using
    logical rules. If the premises are true and the logic is valid, the conclusion
    must be true. This is the foundation of formal logic and mathematical proof.

Components:
    - Premise collection and validation
    - Logical rule application
    - Inference chain construction
    - Conclusion derivation
    - Validity checking

Use Cases:
    - Logical problem solving
    - Mathematical proofs
    - Rule-based systems
    - Legal reasoning
    - Formal verification

Benefits:
    - Guaranteed valid conclusions
    - Transparent reasoning
    - Systematic approach
    - Verifiable logic

Trade-offs:
    - Requires valid premises
    - Limited to formal logic
    - May be rigid
    - Doesn't discover new rules

LangChain Implementation:
    Uses ChatOpenAI for logical inference, premise validation,
    and step-by-step deduction chains
"""

Purpose: This module implements the Deductive Reasoning pattern, providing a structured approach to agent design and implementation.


Import Statements

Standard Library Imports

import dataclasses.dataclass
import dataclasses.field
import enum.Enum
import langchain_core.output_parsers.StrOutputParser
import langchain_core.prompts.ChatPromptTemplate
import os
import typing.Any
import typing.Dict
import typing.List
import typing.Optional

Purpose: Core Python functionality: – dataclasses.dataclass: Simplified class definitions with @dataclass – dataclasses.field: Simplified class definitions with @dataclass – enum.Enum: Enumeration support – langchain_core.output_parsers.StrOutputParser: Regular expression operations – langchain_core.prompts.ChatPromptTemplate: Regular expression operations – os: Environment variable access and system operations – typing.Any: Type hints for better code documentation (List, Dict, Any, Optional) – typing.Dict: Type hints for better code documentation (List, Dict, Any, Optional) – typing.List: Type hints for better code documentation (List, Dict, Any, Optional) – typing.Optional: Type hints for better code documentation (List, Dict, Any, Optional)

LangChain Imports

from langchain_openai.ChatOpenAI

Purpose: LangChain framework components: – LLM Interface: Wrapper for OpenAI models – Chains: Composable building blocks for complex workflows

Other Imports

from dotenv.load_dotenv

Purpose: Additional dependencies for specialized functionality.


Classes

Class: LogicalOperator

Lines 53-59

Inherits from: Enum

Purpose:

Logical operators

Class: InferenceRule

Lines 62-68

Inherits from: Enum

Purpose:

Common inference rules

Class: Premise

Lines 72-77

Purpose:

Logical premise or statement

Class: InferenceStep

Lines 81-86

Purpose:

Single step in deductive reasoning

Class: DeductiveProof

Lines 90-96

Purpose:

Complete deductive proof

Class: DeductiveReasoningAgent

Lines 99-314

Purpose:

Agent that performs deductive reasoning

Methods:

__init__(self, model_name)

Lines 102-110

Purpose:

Initialize deductive reasoning agent

Args:
    model_name: LLM model to use

Parameters: – model_name: Language model instance

prove(self, premises, goal, max_steps)

Lines 112-167

Purpose:

Construct deductive proof from premises to goal

Args:
    premises: List of premises
    goal: Goal conclusion to prove
    max_steps: Maximum reasoning steps

Returns:
    DeductiveProof with reasoning chain

Parameters: – premises: Premises – goal: Goal – max_steps: Max steps

Returns: DeductiveProof

_generate_next_step(self, premises, existing_steps, goal)

Lines 169-219

Purpose:

Generate next logical inference step

Parameters: – premises: Premises – existing_steps: Existing steps – goal: Goal

Returns: <ast.Subscript object at 0x000001A06D633F10>

_parse_inference_step(self, response)

Lines 221-246

Purpose:

Parse inference step from LLM response

Parameters: – response: Response

Returns: <ast.Subscript object at 0x000001A06E0A9710>

_validate_proof(self, premises, steps, goal)

Lines 248-288

Purpose:

Validate that the proof is logically sound

Parameters: – premises: Premises – steps: Steps – goal: Goal

Returns: bool

apply_rule(self, rule, statements)

Lines 290-314

Purpose:

Apply specific inference rule to statements

Parameters: – rule: Rule – statements: Statements

Returns: <ast.Subscript object at 0x000001A06D888690>


Functions

demonstrate_deductive_reasoning()

Lines 317-494

Purpose:

Demonstrate deductive reasoning pattern

Key Concepts Summary

Pattern Overview

The Deductive Reasoning pattern provides a structured approach to building AI agents with specific capabilities and behaviors. This implementation leverages LangChain’s composable components to create a robust and maintainable solution.

Core Components

  1. Agent Class: Main implementation of the pattern logic
  2. Prompt Engineering: Carefully crafted prompts to guide LLM behavior
  3. Tool Integration: Optional tools for extended functionality
  4. Memory Management: State handling across interactions
  5. Output Parsing: Structured response processing

When to Use

✅ Good for: – Scenarios requiring this specific pattern’s strengths – Applications needing structured agent behavior – Systems where explainability is important – Production environments requiring reliability

❌ Not ideal for: – Simple single-prompt tasks – Scenarios requiring different pattern characteristics – Resource-constrained environments (if computationally intensive)


Best Practices Demonstrated

1. Environment Configuration

  • ✅ Use .env files for API keys
  • ✅ Never hardcode credentials
  • ✅ Validate environment variables on startup

2. Error Handling

  • ✅ Graceful degradation on failures
  • ✅ Informative error messages
  • ✅ Logging for debugging

3. Prompt Engineering

  • ✅ Clear, specific instructions
  • ✅ Structured output formats
  • ✅ Few-shot examples when beneficial

4. Code Organization

  • ✅ Separation of concerns (class-based design)
  • ✅ Type hints for clarity
  • ✅ Docstrings for documentation

5. Performance Optimization

  • ✅ Appropriate temperature settings
  • ✅ Token budget management
  • ✅ Caching where applicable

LangChain Components Used

  • ChatOpenAI: OpenAI model interface
  • Chains: Sequential component composition

Why LangChain? – Composable abstractions for LLM applications – Rich ecosystem of integrations – Production-ready patterns – Active community and development


Execution Flow

1. Initialize agent with configuration
   ↓
2. Load environment and dependencies
   ↓
3. Prepare prompt with input data
   ↓
4. Invoke LLM through LangChain
   ↓
5. Parse and validate response
   ↓
6. Return formatted result

Key Decision Points: – Model selection (temperature, model type) – Prompt structure (few-shot vs zero-shot) – Error handling strategy – Output format validation


Performance Considerations

Computational Cost

  • LLM Calls: Primary cost factor (based on tokens)
  • Latency: Depends on model and input size
  • Memory: Minimal for most patterns

Optimization Strategies

  1. Prompt Optimization: Minimize tokens while maintaining clarity
  2. Caching: Cache repeated queries/responses
  3. Model Selection: Use smaller models when appropriate
  4. Batch Processing: Group similar requests
  5. Streaming: For long responses, stream tokens

Cost Estimates (Approximate)

  • GPT-3.5-turbo: ~$0.002 per request
  • GPT-4: ~$0.03 per request
  • GPT-4-turbo: ~$0.01 per request

Actual costs vary based on input/output token counts


Common Pitfalls to Avoid

1. Prompt Design Issues

❌ Vague or ambiguous instructions
✅ Clear, specific, testable prompts

2. Error Handling

❌ Ignoring API errors or rate limits
✅ Implement retry logic and graceful degradation

3. Token Management

❌ Exceeding model token limits
✅ Truncate inputs, chunk processing

4. Security

❌ Exposing API keys in code
✅ Use environment variables

5. Testing

❌ Only testing happy paths
✅ Test edge cases, failures, malformed inputs

6. Cost Management

❌ Unmonitored API usage
✅ Implement budgets, alerts, and monitoring


Further Improvements

Production Enhancements

  1. Monitoring: Add logging, metrics, tracing
  2. Validation: Input/output schema validation
  3. Rate Limiting: Implement request throttling
  4. Caching: Redis or in-memory cache for responses
  5. Async Support: Non-blocking operations for scalability

Feature Extensions

  1. Multi-Model Support: Switch between providers
  2. Fallback Models: Graceful degradation strategy
  3. Custom Tools: Domain-specific function calling
  4. Advanced Memory: Vector stores for long-term memory
  5. Evaluation: Automated testing and benchmarking

Code Quality

  1. Testing: Unit tests, integration tests
  2. Documentation: API docs, usage examples
  3. Type Safety: Stricter type hints
  4. Configuration: Externalized config files

Related Patterns

  • Pattern 160
  • Pattern 162

Pattern Families: – Reasoning Patterns (001-011) – Multi-Agent Patterns (012-019) – Tool Use Patterns (020-025) – Memory Patterns (026-031) – And many more…


Summary

The Deductive Reasoning pattern provides a powerful approach to building AI agents with specific capabilities. This implementation demonstrates:

✅ Key Strengths: – Clean, maintainable code structure – LangChain integration for composability – Type hints and documentation – Production-ready patterns

🎯 Best Use Cases: – Applications requiring this pattern’s characteristics – Systems needing structured agent behavior – Production environments requiring reliability

📚 Learning Resources: – LangChain Documentation: https://python.langchain.com/ – Pattern Documentation: See related patterns – OpenAI API Reference: https://platform.openai.com/docs/


File: 161_deductive_reasoning.py
Total Lines: 499
Pattern Category: AI Agent Design Pattern #161


Generated from actual implementation code
For educational and reference purposes

Comments

Leave a Reply

Your email address will not be published. Required fields are marked *