Anthropic Software Engineer Coding Questions

Background: At Anthropic, designing reliable systems is crucial, especially when dealing with financial applications where multiple users may perform actions simultaneously. This problem relates to ensuring correctness while allowing concurrent access to user accounts.
Problem statement: You are tasked with creating a simplified banking system that allows for the creation of accounts and performing operations such as deposits, withdrawals, and transfers. All operations should be thread-safe to ensure consistency across multiple concurrent accesses. Use a simple in-memory structure to represent accounts.
Function/class signature:

• class Bank:


• def __init__(self) -> None:


• def create_account(self, account_id: str) -> None:


• def deposit(self, account_id: str, amount: float) -> None:


• def withdraw(self, account_id: str, amount: float) -> bool:


• def transfer(self, from_account: str, to_account: str, amount: float) -> bool:

Example 1:

• Input:

bank = Bank()
bank.create_account('123')
bank.deposit('123', 200.0)
bank.withdraw('123', 50.0)

• Output: 150.0 (balance after the operations)


• Explanation: Account '123' is created with a deposit and a withdrawal is done; the remaining balance reflects the operations.

Example 2:

• Input:

bank.create_account('123')
bank.create_account('456')
bank.deposit('123', 300.0)
bank.transfer('123', '456', 150.0)

• Output: (True, 150.0) (Transfer was successful, remaining balance for 123 is 150.0)

Constraints:

• 1 ≤ account_id.length ≤ 100


• amount ≥ 0


• The system should handle at least 1000 concurrent transactions.


• Assume a maximum of 1000 accounts will be created.

Background: Anthropic is focused on developing safe and aligned AI systems, which includes ensuring that concurrent processes like banking have reliable operations. A banking system requires safe handling of multiple transactions to prevent inconsistencies.
Problem statement: You need to design a basic BankingSystem class that allows for concurrent deposits and withdrawals. The system must ensure thread-safety so that operations do not conflict. Implement the following methods in the class:

• deposit(accountId: int, amount: float) -> None: Increases the balance of the specified account by the given amount.


• withdraw(accountId: int, amount: float) -> bool: Decreases the balance by the specified amount if sufficient funds are available; returns True if successful, otherwise False.


• get_balance(accountId: int) -> float: Returns the current balance of the specified account.

Function/class signature:

• class BankingSystem:


• def deposit(accountId: int, amount: float) -> None


• def withdraw(accountId: int, amount: float) -> bool


• def get_balance(accountId: int) -> float

Example 1:
Input:

bs = BankingSystem()  
bs.deposit(1, 500.0)  
bs.withdraw(1, 200.0)  
bs.get_balance(1)

Output: 300.0
Explanation: The account with ID 1 initially received a deposit of 500, then 200 was withdrawn, leaving a balance of 300.
Example 2:
Input:

bs.withdraw(1, 400.0)

Output: False
Explanation: Insufficient funds for the withdrawal of 400.
Constraints:

• 1 ≤ accountId ≤ 10000


• 0 < amount ≤ 10000


• The operations may occur in concurrent threads.

Background: Anthropic is focused on developing reliable AI systems that require concurrent operations to handle high-throughput data streams efficiently. Ensuring that these operations are fault-tolerant is crucial for maintaining system integrity and performance, especially in an AI context.
Problem statement: Implement a concurrent class Counter that counts the number of times a specific event occurs while ensuring thread safety. The increment method should increase the counter when an event happens, and the get method should return the current count. If a failure occurs while incrementing, the system should handle this gracefully without losing the count. Use a lock mechanism to ensure thread safety and implement recovery logic.
Function/class signature:

• def increment(self) -> None:


• def get(self) -> int:

Example 1:
Input: Event occurs → increment() called
Output: Count = 1 → Explanation: The counter is increased by one.
Example 2:
Input: Event occurs rapidly 100000 times → get() called
Output: Count = 100000 → Explanation: The counter correctly reflects the total increments of events.
Constraints:

• Maximum concurrent increments: 10,000


• Ensure failure handling does not result in lost increments


• Methods must be executed safely in a multi-threaded environment.

Background: At Anthropic, managing data integrity and transaction processing efficiently is critical for any banking-related application leveraging AI technologies. This problem simulates a rudimentary banking system. Problem statement: You need to implement a simple banking system that manages accounts having the following operations: create account, deposit, withdraw, and get total transactions. Additionally, there should be a method to return the n accounts with the most total transactions (both deposits and withdrawals). Function/class signature:

• class Bank:


• def create_account(self, account_id: int) -> None:


• def deposit(self, account_id: int, amount: float) -> None:


• def withdraw(self, account_id: int, amount: float) -> bool:


• def get_total_transactions(self, account_id: int) -> float:


• def get_top_accounts(self, n: int) -> List[int]:

Example 1:
Input:

bank = Bank()  
bank.create_account(1)  
bank.deposit(1, 100)  
bank.withdraw(1, 50)  
bank.create_account(2)  
bank.deposit(2, 200)  
bank.deposit(2, 80)  
bank.get_top_accounts(1)

Output:
[2]
Explanation: Account 2 has the highest total transactions (280). Example 2:
Input:

bank.create_account(3)  
bank.deposit(3, 150)  
bank.withdraw(3, 30)  
bank.get_top_accounts(2)

Output:
[2, 3]
Explanation: Account 2 has (280) and account 3 has (120) total transactions.Constraints:

• 1 <= account_id <= 10^4


• 0 <= amount <= 10^6


• All operations are valid according to the problem constraints.


• 1 <= n <= 100


• The number of accounts does not exceed 10^4.

Background: At Anthropic, analyzing streaming binary data is crucial for accurate inference in machine learning models. This problem reflects the need to efficiently process data to gather insights for AI alignment and safety.Problem statement: Given a binary array nums, return the maximum number of consecutive 1s in the array. For example, in the array [1,1,0,1,1,1], the longest consecutive sequence of 1s is 3. Your function should handle large inputs and provide results quickly, as this operation could be part of a larger data analysis framework.Function/class signature:

• def findMaxConsecutiveOnes(nums: List[int]) -> int:

Example 1:
Input: findMaxConsecutiveOnes([1,1,0,1,1,1])
Output: 3
Explanation: The longest sequence of 1s is 111.Example 2:
Input: findMaxConsecutiveOnes([1,0,1,1,0,1])
Output: 2
Explanation: The longest sequence of 1s is 11.Constraints:

• 1 <= nums.length <= 10^5


• nums[i] is either 0 or 1.

Background: Anthropic requires a reliable banking system to manage user accounts and transactions, ensuring data integrity and fault tolerance in high-throughput environments.Problem statement: Implement a simplified banking system where multiple users can create accounts, make scheduled transfers, and view their account balances concurrently. The system must be fault-tolerant and handle potential race conditions when multiple operations occur simultaneously.Function/class signature:

• class BankingSystem:

- def create_account(self, account_id: int) -> None:
- def transfer(self, from_account: int, to_account: int, amount: float, schedule_time: datetime) -> bool:
- def get_balance(self, account_id: int) -> float:Example 1:

• Input:

create_account(1)
create_account(2)
transfer(1, 2, 100, datetime(2023, 10, 1, 10, 0))

• Output: True


• Explanation: User 1 successfully transfers $100 to user 2.

Example 2:

• Input:

transfer(1, 2, 50, datetime(2023, 10, 1, 10, 0))

• Output: False


• Explanation: The transfer fails because account 1 does not have sufficient funds.

Constraints:

• Account IDs: 1 to 10^5


• Transfer amount: 1 to 10^4


• Number of scheduled transfers: up to 10^4 parallel operations


• Transfer scheduling: can be set at most 1 week ahead.