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Stripe·Software Engineer·Technical Phone Screen·Senior

SeniorPrefer not to say
Jun 2026Remote

Summary

Stripe interview that started with a classic shortest-path problem and then pivoted hard into distributed systems territory. The scale discussion is where it gets interesting and where I felt underprepared.

Questions Asked (4)

Q1

Given a flight network with n cities and a list of flights with prices, find the cheapest price from a source to a destination with at most k stops. Return -1 if no route exists.

Algorithms & Data Structures
Author's notes

I knew this one.

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AI HintsAI Generated

Suggested Approach

Model the flight network as a weighted directed graph and use a modified BFS (level-order traversal) to explore paths with increasing number of stops, updating the minimum cost to each city. Alternatively, use Bellman-Ford with at most k+1 relaxations, or Dijkstra with state (city, stops).

Pro tip: Clarify edge cases upfront (e.g., k=0, no path, cycles) and discuss time/space complexity trade-offs between approaches. Mention that BFS with a priority queue (Dijkstra) can be adapted but requires careful state management to avoid revisiting cities with more stops and higher cost.

1. Clarify the problem

Confirm details: directed graph, non-negative prices, at most k stops (i.e., k intermediate cities), return -1 if no route. Ask about constraints (n, k, price range) to choose the optimal algorithm.

2. Choose an algorithm

Compare BFS with level-order traversal (O(k * E)), Bellman-Ford (O(k * E)), and Dijkstra with state (O(E log V) but with stops dimension). Select the most suitable based on constraints and explain why.

3. Design the data structures

Use an adjacency list for the graph, a distance array to track min cost to each city, and a queue (or priority queue) for BFS/Dijkstra. For Bellman-Ford, use a copy of distances per iteration.

4. Implement and handle edge cases

Code the chosen algorithm, ensuring stops are limited to k. Handle cases: source equals destination (cost 0), no path (return -1), and unreachable cities. Test with small examples.

5. Analyze complexity and optimize

State time and space complexity. Discuss potential optimizations like early termination if destination reached, or using a priority queue to prune suboptimal paths.

Key Points to Mention

  • Graph representation: adjacency list vs. edge list
  • BFS with level-order traversal to limit stops
  • Bellman-Ford algorithm with k+1 iterations
  • Dijkstra with state (city, stops) and priority queue
  • Time and space complexity analysis (e.g., O(k * E) for BFS/Bellman-Ford)
  • Edge cases: k=0, no path, source=destination, negative cycles (not applicable here)

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.

Q2

The flight network is now very large and prices update in real time. How do you optimize the system to handle this efficiently?

System DesignTechnical Trade-offs
Author's notes

This is where I stumbled.

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AI HintsAI Generated

Suggested Approach

Start by clarifying the scale and requirements, then propose a high-level architecture that separates read and write paths, uses caching and asynchronous updates, and ensures consistency where needed. Discuss trade-offs between consistency, latency, and cost, and how to handle real-time price updates efficiently.

Pro tip: Emphasize the importance of idempotency and exactly-once processing for price updates to avoid inconsistencies, and mention how Stripe's infrastructure (e.g., Kafka, Redis) could be leveraged.

1. Clarify Requirements

Ask about scale (number of flights, users, updates per second), latency requirements, consistency needs, and budget constraints.

2. High-Level Architecture

Propose a microservices-based system with separate services for flight search, pricing, and booking. Use a message queue for asynchronous price updates and a cache for read-heavy operations.

3. Data Storage and Consistency

Choose appropriate databases: a distributed SQL or NoSQL for flight data, and an in-memory data store for caching. Discuss consistency models (e.g., eventual consistency for price updates, strong consistency for bookings).

4. Optimization Techniques

Implement caching strategies (TTL, write-through), sharding, read replicas, and CDN for static content. Use batch processing and debouncing for price updates.

5. Trade-offs and Monitoring

Discuss trade-offs between consistency and availability, cost vs performance. Mention monitoring, alerting, and auto-scaling to handle load spikes.

Key Points to Mention

  • Caching strategies (Redis, Memcached) with appropriate eviction policies
  • Asynchronous processing with message queues (Kafka, RabbitMQ) for price updates
  • Database sharding and replication for scalability
  • Idempotency and exactly-once semantics for price updates
  • Trade-offs between consistency models (strong vs eventual)
  • Monitoring and auto-scaling to handle real-time load

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.

Q3

When a single flight price changes, which cached or precomputed results get invalidated, and can you do that cheaply without recomputing everything?

System DesignAlgorithms & Data Structures
Author's notes

Blanked for a second here.

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AI HintsAI Generated

Suggested Approach

Start by clarifying the system architecture and what caches exist (e.g., search results, price calendars, recommendation feeds). Then, identify which cached results depend on the changed flight price and propose a targeted invalidation strategy using dependency tracking or versioning, avoiding full recomputation.

Pro tip: Mention that you would use a write-through or write-behind cache with a pub/sub invalidation mechanism, and highlight the trade-off between consistency and latency. Also, consider using a bloom filter or inverted index to quickly find affected caches.

1. Clarify the system and caches

Ask questions to understand what caches exist (e.g., search results, price calendars, recommendation feeds) and how they are keyed. This ensures you address the right components.

2. Identify dependencies

Determine which cached results depend on the changed flight price. For example, search results for routes including that flight, price history graphs, and deal alerts.

3. Design invalidation strategy

Propose a mechanism to invalidate only affected caches, such as maintaining a dependency graph or using versioned keys. Consider using a pub/sub system to notify cache nodes.

4. Optimize for cheapness

Discuss how to avoid recomputing everything: use incremental updates, lazy invalidation, or partial recomputation. Mention data structures like inverted indices to quickly find affected entries.

5. Address trade-offs and edge cases

Talk about consistency vs. latency, handling cascading invalidations, and ensuring the solution scales with high write throughput.

Key Points to Mention

  • Dependency tracking or versioning to map flight prices to cached results
  • Pub/sub or event-driven invalidation for real-time updates
  • Incremental or partial recomputation instead of full cache flush
  • Use of inverted indices or bloom filters to quickly identify affected caches
  • Trade-offs between consistency, latency, and cost
  • Handling cascading invalidations and ensuring scalability

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.

Q4

How would you use hierarchical graph decomposition or contraction hierarchies to speed up point-to-point queries on a large flight graph?

System DesignTechnical Trade-offs
Author's notes

I knew the concept vaguely from road network routing papers but had never applied it to flight graphs.

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AI HintsAI Generated

Suggested Approach

Start by clarifying the problem: point-to-point shortest path on a large flight graph with time-dependent edge weights. Then explain how contraction hierarchies (CH) or hierarchical graph decomposition can preprocess the graph to create shortcuts and node orderings, enabling faster queries. Finally, discuss trade-offs like preprocessing cost, memory overhead, and handling dynamic updates (e.g., flight delays).

Pro tip: Emphasize that flight graphs are time-dependent and often have a natural hierarchy (e.g., hubs vs. regional airports), so you can combine CH with time-dependent routing or use hub labeling for even faster queries. Also mention that Stripe cares about scalability and real-time performance, so highlight how you'd handle frequent schedule changes.

1. Clarify requirements and constraints

Ask about graph size, query latency requirements, update frequency, and whether edge weights are time-dependent (e.g., flight schedules). This shows you understand the problem context.

2. Explain contraction hierarchies basics

Describe how CH preprocesses the graph by iteratively contracting nodes based on importance, adding shortcuts to preserve shortest paths. Queries then run bidirectional Dijkstra on the contracted graph.

3. Adapt to flight graph specifics

Discuss how to handle time-dependent edges (e.g., using time-expanded graphs or time-dependent CH) and leverage the natural hierarchy of airports (hubs vs. regional).

4. Address trade-offs and alternatives

Compare CH with other hierarchical methods (e.g., highway hierarchies, hub labeling) and discuss preprocessing time, memory, and update handling. Mention that CH may need periodic rebuilds or dynamic updates.

5. Conclude with a recommendation

Summarize why CH or a variant is suitable for this use case, and suggest a hybrid approach if needed (e.g., CH for static parts, caching for frequent queries).

Key Points to Mention

  • Contraction hierarchies preprocess the graph to create shortcuts, reducing query time to microseconds on large graphs.
  • Flight graphs are time-dependent, so standard CH must be extended (e.g., time-dependent CH or time-expanded graphs).
  • Natural hierarchy in flight networks (hubs like ATL, LHR) can be exploited for node ordering.
  • Trade-offs: preprocessing can be expensive (hours), memory overhead for shortcuts, and dynamic updates require incremental or periodic rebuilds.
  • Alternatives: hub labeling (HL) can be faster for point-to-point queries but has higher memory; A* with landmarks is simpler but slower.
  • Real-world systems often combine CH with caching and parallelization to meet latency SLAs.

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.