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author
Hamid Gasmi
committedJul 24, 2022
#302: implement Dijkstra solution
1 parent b4d954d commit 7ed5480

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‎09-problems/lc_787_cheapest_flights_within_k_stops.py

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@@ -25,8 +25,7 @@
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- To visit cities multiple-times: when curr visit path price < prev visit path price
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- To stop a path if its price > dst cheapest path price
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- DFS + memoization:
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-
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- We could do better:
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- Dijkstra:
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3. Implementation
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4. Tests:
@@ -35,6 +34,7 @@
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Space Compexity:
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"""
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import heapq
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from typing import List
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class Solution_Base:
@@ -164,35 +164,44 @@ def __dfs(self, src: int, dst: int, adjacency_list: List[List[int]], remaining_s
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memo[(src, remaining_stops_count)] = cheapest_price
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return cheapest_price
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'''
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,[59,87,1],[59,88,1],[59,89,1],[59,90,1],[59,91,1],[59,92,1],[59,93,1],[59,94,1],[59,95,1],[59,96,1],[59,97,1],[59,98,1],[60,61,1],[60,62,1],[60,63,1],[60,64,1],[60,65,1],[60,66,1],[60,67,1],[60,68,1],[60,69,1],[60,70,1],[60,71,1],[60,72,1],[60,73,1],[60,74,1],[60,75,1],[60,76,1],[60,77,1],[60,78,1],[60,79,1],[60,80,1],[60,81,1],[60,82,1],[60,83,1],[60,84,1],[60,85,1],[60,86,1],[60,87,1],[60,88,1],[60,89,1],[60,90,1],[60,91,1],[60,92,1],[60,93,1],[60,94,1],[60,95,1],[60,96,1],[60,97,1],[60,98,1],[61,62,1],[61,63,1],[61,64,1],[61,65,1],[61,66,1],[61,67,1],[61,68,1],[61,69,1],[61,70,1],[61,71,1],[61,72,1],[61,73,1],[61,74,1],[61,75,1],[61,76,1],[61,77,1],[61,78,1],[61,79,1],[61,80,1],[61,81,1],[61,82,1],[61,83,1],[61,84,1],[61,85,1],[61,86,1],[61,87,1],[61,88,1],[61,89,1],[61,90,1],[61,91,1],[61,92,1],[61,93,1],[61,94,1],[61,95,1],[61,96,1],[61,97,1],[61,98,1],[62,63,1],[62,64,1],[62,65,1],[62,66,1],[62,67,1],[62,68,1],[62,69,1],[62,70,1],[62,71,1],[62,72,1],[62,73,1],[62,74,1],[62,75,1],[62,76,1],[62,77,1],[62,78,1],[62,79,1],[62,80,1],[62,81,1],[62,82,1],[62,83,1],[62,84,1],[62,85,1],[62,86,1],[62,87,1],[62,88,1],[62,89,1],[62,90,1],[62,91,1],[62,92,1],[62,93,1],[62,94,1],[62,95,1],[62,96,1],[62,97,1],[62,98,1],[63,64,1],[63,65,1],[63,66,1],[63,67,1],[63,68,1],[63,69,1],[63,70,1],[63,71,1],[63,72,1],[63,73,1],[63,74,1],[63,75,1],[63,76,1],[63,77,1],[63,78,1],[63,79,1],[63,80,1],[63,81,1],[63,82,1],[63,83,1],[63,84,1],[63,85,1],[63,86,1],[63,87,1],[63,88,1],[63,89,1],[63,90,1],[63,91,1],[63,92,1],[63,93,1],[63,94,1],[63,95,1],[63,96,1],[63,97,1],[63,98,1],[64,65,1],[64,66,1],[64,67,1],[64,68,1],[64,69,1],[64,70,1],[64,71,1],[64,72,1],[64,73,1],[64,74,1],[64,75,1],[64,76,1],[64,77,1],[64,78,1],[64,79,1],[64,80,1],[64,81,1],[64,82,1],[64,83,1],[64,84,1],[64,85,1],[64,86,1],[64,87,1],[64,88,1],[64,89,1],[64,90,1],[64,91,1],[64,92,1],[64,93,1],[64,94,1],[64,95,1],[64,96,1],[64,97,1],[64,98,1],[65,66,1],[65,67,1],[65,68,1],[65,69,1],[65,70,1],[65,71,1],[65,72,1],[65,73,1],[65,74,1],[65,75,1],[65,76,1],[65,77,1],[65,78,1],[65,79,1],[65,80,1],[65,81,1],[65,82,1],[65,83,1],[65,84,1],[65,85,1],[65,86,1],[65,87,1],[65,88,1],[65,89,1],[65,90,1],[65,91,1],[65,92,1],[65,93,1],[65,94,1],[65,95,1],[65,96,1],[65,97,1],[65,98,1],[66,67,1],[66,68,1],[66,69,1],[66,70,1],[66,71,1],[66,72,1],[66,73,1],[66,74,1],[66,75,1],[66,76,1],[66,77,1],[66,78,1],[66,79,1],[66,80,1],[66,81,1],[66,82,1],[66,83,1],[66,84,1],[66,85,1],[66,86,1],[66,87,1],[66,88,1],[66,89,1],[66,90,1],[66,91,1],[66,92,1],[66,93,1],[66,94,1],[66,95,1],[66,96,1],[66,97,1],[66,98,1],[67,68,1],[67,69,1],[67,70,1],[67,71,1],[67,72,1],[67,73,1],[67,74,1],[67,75,1],[67,76,1],[67,77,1],[67,78,1],[67,79,1],[67,80,1],[67,81,1],[67,82,1],[67,83,1],[67,84,1],[67,85,1],[67,86,1],[67,87,1],[67,88,1],[67,89,1],[67,90,1],[67,91,1],[67,92,1],[67,93,1],[67,94,1],[67,95,1],[67,96,1],[67,97,1],[67,98,1],[68,69,1],[68,70,1],[68,71,1],[68,72,1],[68,73,1],[68,74,1],[68,75,1],[68,76,1],[68,77,1],[68,78,1],[68,79,1],[68,80,1],[68,81,1],[68,82,1],[68,83,1],[68,84,1],[68,85,1],[68,86,1],[68,87,1],[68,88,1],[68,89,1],[68,90,1],[68,91,1],[68,92,1],[68,93,1],[68,94,1],[68,95,1],[68,96,1],[68,97,1],[68,98,1],[69,70,1],[69,71,1],[69,72,1],[69,73,1],[69,74,1],[69,75,1],[69,76,1],[69,77,1],[69,78,1],[69,79,1],[69,80,1],[69,81,1],[69,82,1],[69,83,1],[69,84,1],[69,85,1],[69,86,1],[69,87,1],[69,88,1],[69,89,1],[69,90,1],[69,91,1],[69,92,1],[69,93,1],[69,94,1],[69,95,1],[69,96,1],[69,97,1],[69,98,1],[70,71,1],[70,72,1],[70,73,1],[70,74,1],[70,75,1],[70,76,1],[70,77,1],[70,78,1],[70,79,1],[70,80,1],[70,81,1],[70,82,1],[70,83,1],[70,84,1],[70,85,1],[70,86,1],[70,87,1],[70,88,1],[70,89,1],[70,90,1],[70,91,1],[70,92,1],[70,93,1],[70,94,1],[70,95,1],[70,96,1],[70,97,1],[70,98,1],[71,72,1],[71,73,1],[71,74,1],[71,75,1],[71,76,1],[71,77,1],[71,78,1],[71,79,1],[71,80,1],[71,81,1],[71,82,1],[71,83,1],[71,84,1],[71,85,1],[71,86,1],[71,87,1],[71,88,1],[71,89,1],[71,90,1],[71,91,1],[71,92,1],[71,93,1],[71,94,1],[71,95,1],[71,96,1],[71,97,1],[71,98,1],[72,73,1],[72,74,1],[72,75,1],[72,76,1],[72,77,1],[72,78,1],[72,79,1],[72,80,1],[72,81,1],[72,82,1],[72,83,1],[72,84,1],[72,85,1],[72,86,1],[72,87,1],[72,88,1],[72,89,1],[72,90,1],[72,91,1],[72,92,1],[72,93,1],[72,94,1],[72,95,1],[72,96,1],[72,97,1],[72,98,1],[73,74,1],[73,75,1],[73,76,1],[73,77,1],[73,78,1],[73,79,1],[73,80,1],[73,81,1],[73,82,1],[73,83,1],[73,84,1],[73,85,1],[73,86,1],[73,87,1],[73,88,1],[73,89,1],[73,90,1],[73,91,1],[73,92,1],[73,93,1],[73,94,1],[73,95,1],[73,96,1],[73,97,1],[73,98,1],[74,75,1],[74,76,1],[74,77,1],[74,78,1],[74,79,1],[74,80,1],[74,81,1],[74,82,1],[74,83,1],[74,84,1],[74,85,1],[74,86,1],[74,87,1],[74,88,1],[74,89,1],[74,90,1],[74,91,1],[74,92,1],[74,93,1],[74,94,1],[74,95,1],[74,96,1],[74,97,1],[74,98,1],[75,76,1],[75,77,1],[75,78,1],[75,79,1],[75,80,1],[75,81,1],[75,82,1],[75,83,1],[75,84,1],[75,85,1],[75,86,1],[75,87,1],[75,88,1],[75,89,1],[75,90,1],[75,91,1],[75,92,1],[75,93,1],[75,94,1],[75,95,1],[75,96,1],[75,97,1],[75,98,1],[76,77,1],[76,78,1],[76,79,1],[76,80,1],[76,81,1],[76,82,1],[76,83,1],[76,84,1],[76,85,1],[76,86,1],[76,87,1],[76,88,1],[76,89,1],[76,90,1],[76,91,1],[76,92,1],[76,93,1],[76,94,1],[76,95,1],[76,96,1],[76,97,1],[76,98,1],[77,78,1],[77,79,1],[77,80,1],[77,81,1],[77,82,1],[77,83,1],[77,84,1],[77,85,1],[77,86,1],[77,87,1],[77,88,1],[77,89,1],[77,90,1],[77,91,1],[77,92,1],[77,93,1],[77,94,1],[77,95,1],[77,96,1],[77,97,1],[77,98,1],[78,79,1],[78,80,1],[78,81,1],[78,82,1],[78,83,1],[78,84,1],[78,85,1],[78,86,1],[78,87,1],[78,88,1],[78,89,1],[78,90,1],[78,91,1],[78,92,1],[78,93,1],[78,94,1],[78,95,1],[78,96,1],[78,97,1],[78,98,1],[79,80,1],[79,81,1],[79,82,1],[79,83,1],[79,84,1],[79,85,1],[79,86,1],[79,87,1],[79,88,1],[79,89,1],[79,90,1],[79,91,1],[79,92,1],[79,93,1],[79,94,1],[79,95,1],[79,96,1],[79,97,1],[79,98,1],[80,81,1],[80,82,1],[80,83,1],[80,84,1],[80,85,1],[80,86,1],[80,87,1],[80,88,1],[80,89,1],[80,90,1],[80,91,1],[80,92,1],[80,93,1],[80,94,1],[80,95,1],[80,96,1],[80,97,1],[80,98,1],[81,82,1],[81,83,1],[81,84,1],[81,85,1],[81,86,1],[81,87,1],[81,88,1],[81,89,1],[81,90,1],[81,91,1],[81,92,1],[81,93,1],[81,94,1],[81,95,1],[81,96,1],[81,97,1],[81,98,1],[82,83,1],[82,84,1],[82,85,1],[82,86,1],[82,87,1],[82,88,1],[82,89,1],[82,90,1],[82,91,1],[82,92,1],[82,93,1],[82,94,1],[82,95,1],[82,96,1],[82,97,1],[82,98,1],[83,84,1],[83,85,1],[83,86,1],[83,87,1],[83,88,1],[83,89,1],[83,90,1],[83,91,1],[83,92,1],[83,93,1],[83,94,1],[83,95,1],[83,96,1],[83,97,1],[83,98,1],[84,85,1],[84,86,1],[84,87,1],[84,88,1],[84,89,1],[84,90,1],[84,91,1],[84,92,1],[84,93,1],[84,94,1],[84,95,1],[84,96,1],[84,97,1],[84,98,1],[85,86,1],[85,87,1],[85,88,1],[85,89,1],[85,90,1],[85,91,1],[85,92,1],[85,93,1],[85,94,1],[85,95,1],[85,96,1],[85,97,1],[85,98,1],[86,87,1],[86,88,1],[86,89,1],[86,90,1],[86,91,1],[86,92,1],[86,93,1],[86,94,1],[86,95,1],[86,96,1],[86,97,1],[86,98,1],[87,88,1],[87,89,1],[87,90,1],[87,91,1],[87,92,1],[87,93,1],[87,94,1],[87,95,1],[87,96,1],[87,97,1],[87,98,1],[88,89,1],[88,90,1],[88,91,1],[88,92,1],[88,93,1],[88,94,1],[88,95,1],[88,96,1],[88,97,1],[88,98,1],[89,90,1],[89,91,1],[89,92,1],[89,93,1],[89,94,1],[89,95,1],[89,96,1],[89,97,1],[89,98,1],[90,91,1],[90,92,1],[90,93,1],[90,94,1],[90,95,1],[90,96,1],[90,97,1],[90,98,1],[91,92,1],[91,93,1],[91,94,1],[91,95,1],[91,96,1],[91,97,1],[91,98,1],[92,93,1],[92,94,1],[92,95,1],[92,96,1],[92,97,1],[92,98,1],[93,94,1],[93,95,1],[93,96,1],[93,97,1],[93,98,1],[94,95,1],[94,96,1],[94,97,1],[94,98,1],[95,96,1],[95,97,1],[95,98,1],[96,97,1],[96,98,1],[97,98,1]]
194-
1
195-
99
196-
99
197-
'''
198-
167+
class Solution_Dijktra(Solution_Base):
168+
'''
169+
Time Complexity: O(E * Log|E|)
170+
T = T(Build Adjacency List) + T(Dijkstra)
171+
= O(|E|) + O(E * Log|E|)
172+
173+
Space Complexity: O(|V| + |E|)
174+
S = S(Adjacency_list) + S(Dijkstra)
175+
= O(|V| + |E|) + O(|V| + |E|)
176+
177+
'''
178+
def find_cheapest_price(self, cities_count: int, flights: List[List[int]], src: int, dst: int, max_stops_count: int) -> int:
179+
adjacency_list = self.__build_adjacency_list(cities_count, flights)
180+
181+
if (self.__indegree(dst) == 0):
182+
return -1
183+
184+
stops = [ max_stops_count+1 for _ in range(cities_count) ]
185+
prices = [ self.__max_pirce for _ in range(cities_count) ]
186+
stops[src], prices[src] = 0, 0
187+
188+
cheapest_flights = [ (0, 0, src) ]
189+
while cheapest_flights:
190+
(path_price, path_stops, path_stop_city) = heapq.heappop(cheapest_flights)
191+
if path_stop_city == dst:
192+
return path_price
193+
194+
elif path_stop_city == max_stops_count + 1:
195+
continue
196+
197+
for [ next_city, price ] in adjacency_list[path_stop_city]: # each edge can be pushed only 1 time into the heap
198+
candidate_path_price = path_price + price
199+
candidate_path_stops = path_stops + 1
200+
if candidate_path_price < prices[next_city]:
201+
prices[next_city] = candidate_path_price
202+
heapq.heappush(cheapest_flights, (candidate_path_price, candidate_path_stops, next_city))
203+
204+
elif candidate_path_price < stops[next_city]:
205+
heapq.heappush(cheapest_flights, (candidate_path_price, candidate_path_stops, next_city))
206+
207+
return -1 if prices[dst] == self.__max_pirce else prices[dst]

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