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Simple deployment: Grid Search Pathfinding with frontend and backend
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"""Depth-First Search algorithm."""
from typing import Tuple, Optional, List, Generator, TYPE_CHECKING
if TYPE_CHECKING:
from ..core.generic_search import GenericSearch
from ..core.node import SearchNode
from ..core.frontier import StackFrontier
from ..models.state import PathResult, SearchStep
def dfs_search(
problem: 'GenericSearch',
visualize: bool = False
) -> Tuple[PathResult, Optional[List[SearchStep]]]:
"""
Depth-first search using LIFO stack.
Not guaranteed to find optimal solution.
Complete in finite state spaces with cycle detection.
Args:
problem: The search problem to solve
visualize: If True, collect visualization steps
Returns:
Tuple of (PathResult, Optional[List[SearchStep]])
"""
frontier = StackFrontier()
start = problem.initial_state()
start_node = SearchNode(state=start, path_cost=0, depth=0)
frontier.push(start_node)
explored: set = set()
nodes_expanded = 0
steps: List[SearchStep] = [] if visualize else None
while not frontier.is_empty():
node = frontier.pop()
# Record step for visualization
if visualize:
steps.append(SearchStep(
step_number=nodes_expanded,
current_node=node.state,
action=node.action,
frontier=frontier.get_states(),
explored=list(explored),
current_path=node.get_path(),
path_cost=node.path_cost
))
# Goal test
if problem.goal_test(node.state):
return PathResult(
plan=node.get_solution(),
cost=node.path_cost,
nodes_expanded=nodes_expanded,
path=node.get_path()
), steps
# Skip if already explored
if node.state in explored:
continue
explored.add(node.state)
nodes_expanded += 1
# Expand node (reverse order so first action is processed last -> depth-first)
actions = problem.actions(node.state)
for action in reversed(actions):
child_state = problem.result(node.state, action)
if child_state not in explored and not frontier.contains_state(child_state):
step_cost = problem.step_cost(node.state, action, child_state)
child = SearchNode(
state=child_state,
parent=node,
action=action,
path_cost=node.path_cost + step_cost,
depth=node.depth + 1
)
frontier.push(child)
# No solution found
return PathResult(
plan="",
cost=float('inf'),
nodes_expanded=nodes_expanded,
path=[]
), steps
def dfs_search_generator(
problem: 'GenericSearch'
) -> Generator[SearchStep, None, PathResult]:
"""
Generator version of DFS that yields steps during execution.
Args:
problem: The search problem to solve
Yields:
SearchStep objects
Returns:
Final PathResult
"""
frontier = StackFrontier()
start = problem.initial_state()
start_node = SearchNode(state=start, path_cost=0, depth=0)
frontier.push(start_node)
explored: set = set()
nodes_expanded = 0
while not frontier.is_empty():
node = frontier.pop()
yield SearchStep(
step_number=nodes_expanded,
current_node=node.state,
action=node.action,
frontier=frontier.get_states(),
explored=list(explored),
current_path=node.get_path(),
path_cost=node.path_cost
)
if problem.goal_test(node.state):
return PathResult(
plan=node.get_solution(),
cost=node.path_cost,
nodes_expanded=nodes_expanded,
path=node.get_path()
)
if node.state in explored:
continue
explored.add(node.state)
nodes_expanded += 1
actions = problem.actions(node.state)
for action in reversed(actions):
child_state = problem.result(node.state, action)
if child_state not in explored and not frontier.contains_state(child_state):
step_cost = problem.step_cost(node.state, action, child_state)
child = SearchNode(
state=child_state,
parent=node,
action=action,
path_cost=node.path_cost + step_cost,
depth=node.depth + 1
)
frontier.push(child)
return PathResult(
plan="",
cost=float('inf'),
nodes_expanded=nodes_expanded,
path=[]
)