← Apple Interview Insights

Apple·Software Engineer·Onsite - Coding / Algorithms·Senior

SeniorPrefer not to say
Jun 2026

Summary

Apple coding round for a software engineer role, basically one massive deep-clone problem that spiraled into every dark corner of JavaScript object graphs. Walked out unsure if I'd nailed it or completely bombed the edge cases portion.

Questions Asked (4)

Q1

Implement a deep-clone function for nested objects in JavaScript without using JSON serialization or any third-party libraries. It must handle primitives, plain objects, arrays, Maps, Sets, Dates, and RegExps, preserve prototypes and property descriptors, handle circular references and shared substructures, support symbol keys and non-enumerable properties, and leave functions as-is.

Algorithms & Data StructuresTechnical Trade-offs
Author's notes

This question is way bigger than it sounds on first read.

Create a free account to read the full note

AI HintsAI Generated

Suggested Approach

Start by clarifying requirements and edge cases, then outline a recursive deep-clone function that uses a WeakMap to track visited objects for circular references and shared substructures. For each type, handle primitives, plain objects, arrays, Maps, Sets, Dates, RegExps, and functions appropriately, preserving prototypes and property descriptors. Discuss trade-offs and potential pitfalls, and consider testing with complex cases.

Pro tip: Mention that using a WeakMap for memoization prevents memory leaks and correctly handles circular references; also note that Object.create(Object.getPrototypeOf(obj)) preserves the prototype chain, and Object.getOwnPropertyDescriptors captures non-enumerable and symbol properties.

1. Clarify requirements and edge cases

Ask about specific expectations: should functions be cloned or left as-is? How to handle built-in objects like Map/Set? Are symbol keys and non-enumerable properties required? Confirm that circular references and shared substructures must be preserved.

2. Design the recursive algorithm with memoization

Use a WeakMap to track already cloned objects, returning the existing clone if encountered again. This handles circular references and shared substructures efficiently.

3. Handle each type appropriately

For primitives, return as-is. For Date, RegExp, Map, Set, create new instances with equivalent content. For plain objects and arrays, create a new object with the same prototype and copy property descriptors, recursively cloning values.

4. Preserve prototypes and property descriptors

Use Object.create(Object.getPrototypeOf(obj)) to maintain the prototype chain. Use Object.getOwnPropertyDescriptors and Object.defineProperties to copy all own properties, including non-enumerable and symbol-keyed ones.

5. Discuss trade-offs and limitations

Acknowledge that cloning certain built-ins (e.g., WeakMap, Promise) or objects with internal slots may not be fully supported. Mention performance considerations and potential need for a library in production.

Key Points to Mention

  • Use of WeakMap for circular reference and shared substructure handling
  • Preservation of prototype chain via Object.create and Object.getPrototypeOf
  • Copying property descriptors with Object.getOwnPropertyDescriptors and Object.defineProperties
  • Handling of special types: Date, RegExp, Map, Set with appropriate constructors
  • Leaving functions as-is (or cloning them if required, but typically not)
  • Trade-offs: performance, complexity, and limitations for exotic objects

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

Q2

How would you ensure that shared substructures in the source object remain shared (not duplicated) in the clone, and how does your approach handle circular references?

Algorithms & Data StructuresTechnical Trade-offs
Author's notes

The WeakMap tracking visited nodes covers both cases at once, which I pointed out and they seemed to like.

Create a free account to read the full note

AI HintsAI Generated

Suggested Approach

Start by explaining that you would use a hash map (or dictionary) to track already-cloned objects, mapping each original object to its clone. When cloning an object, first check if it's in the map; if so, return the existing clone to preserve sharing and handle cycles. Then recursively clone its properties, storing the clone in the map before recursing to handle circular references.

Pro tip: Emphasize that the map must be populated before recursing into children; otherwise, a cycle would cause infinite recursion. Also, mention that this approach works for arbitrary object graphs, not just trees.

1. Identify the need for a memoization map

Explain that to preserve shared substructures and avoid infinite loops from cycles, you need a way to remember which objects have already been cloned. A hash map from original object to clone is ideal.

2. Initialize the map and start cloning

Create an empty map. When cloning an object, first check if it exists in the map. If yes, return the mapped clone; if no, create a new empty clone and immediately add it to the map before cloning its properties.

3. Recursively clone properties

For each property of the original object, recursively clone its value using the same function. Because the map already contains the current object's clone, any reference back to it (cycle) will return the existing clone.

4. Handle special cases and discuss trade-offs

Mention handling of primitive values, arrays, dates, etc., and note that the map adds O(n) space overhead. Discuss alternatives like weak maps for memory-sensitive scenarios.

Key Points to Mention

  • Use a hash map (or dictionary) to track original-to-clone mappings.
  • Check the map before cloning an object to preserve sharing and break cycles.
  • Insert the clone into the map before recursing into its children.
  • This approach handles arbitrary object graphs, including circular references.
  • Time complexity is O(n) where n is the number of objects; space complexity is O(n) for the map.
  • Consider edge cases: null, primitives, arrays, and objects with non-enumerable properties.

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

Q3

Discuss the time and space complexity of your solution, and talk through the tradeoffs between a recursive and an iterative approach in terms of stack safety for very deep object graphs.

Algorithms & Data StructuresTechnical Trade-offs
Author's notes

Said O(n) time and space where n is the number of nodes, which felt right.

Create a free account to read the full note

AI HintsAI Generated

Suggested Approach

Start by clearly stating the time and space complexity of your solution, then compare recursive and iterative approaches for traversing deep object graphs, focusing on stack safety and tradeoffs. Use a concrete example to illustrate when recursion leads to stack overflow and how iteration avoids it, while acknowledging the code simplicity of recursion.

Pro tip: Mention that you can convert recursion to iteration using an explicit stack, and that some languages support tail-call optimization—but don't rely on it unless you know the runtime guarantees it. This shows depth and pragmatism.

1. State complexities

Clearly state the time and space complexity of your solution, specifying whether it's for the recursive or iterative version, and justify with Big-O notation.

2. Explain recursion tradeoffs

Discuss how recursion uses the call stack, leading to O(d) space where d is depth, and risks stack overflow for very deep graphs; also note its elegance and readability.

3. Explain iteration tradeoffs

Describe how an iterative approach with an explicit stack or queue avoids call stack limits, using heap memory instead, and allows better control over traversal order and memory management.

4. Compare stack safety

Emphasize that iterative solutions are stack-safe for arbitrarily deep graphs, while recursive ones are limited by the call stack size, which varies by language and environment.

5. Conclude with recommendation

Summarize when to choose each: recursion for simplicity when depth is bounded, iteration for robustness with deep or unknown-depth graphs, and mention hybrid approaches like tail recursion if supported.

Key Points to Mention

  • Time complexity: O(n) for both approaches, where n is number of nodes, assuming each node visited once.
  • Space complexity: Recursive O(d) call stack vs iterative O(d) explicit stack (or O(w) for BFS), where d is depth and w is max width.
  • Stack overflow risk in recursion due to limited call stack size; iterative avoids this by using heap-allocated data structures.
  • Tradeoff: Recursion is more concise and readable; iteration is more verbose but safer and allows early termination or custom traversal.
  • Tail-call optimization (TCO) can make recursion stack-safe in some languages, but it's not universal (e.g., not in Python, Java).
  • Consider using an explicit stack to simulate recursion, which gives control over memory and avoids call stack limits.

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

Q4

Write test cases covering self-referential objects, sparse arrays, NaN, Infinity, negative zero, typed arrays, and large object graphs.

Algorithms & Data StructuresTechnical Trade-offs
Author's notes

NaN equality is a fun trap since NaN !== NaN, so you need Object.is for that.

Create a free account to read the full note

AI HintsAI Generated

Suggested Approach

Start by clarifying the context: what language and testing framework? Then systematically address each edge case, explaining why it's tricky and how to test it. Finally, discuss trade-offs and potential pitfalls in testing such cases.

Pro tip: Emphasize that these edge cases often reveal bugs in serialization, equality checks, and recursion. Mention that testing them requires careful setup and assertions, and that property-based testing can be effective.

1. Clarify the Scope

Ask about the language, testing framework, and the specific functionality under test (e.g., deep clone, serialization, equality). This ensures your test cases are relevant.

2. Identify Edge Cases and Their Challenges

For each listed item, explain why it's an edge case: e.g., self-referential objects cause infinite recursion, sparse arrays have holes, NaN !== NaN, etc.

3. Design Test Cases

For each edge case, outline a test: setup, action, and expected outcome. For example, test that a deep clone of a self-referential object preserves the cycle.

4. Discuss Implementation and Trade-offs

Mention how to implement tests (e.g., using JSON.stringify with replacer for cycles) and trade-offs like performance vs. thoroughness, or using property-based testing.

5. Summarize and Prioritize

Conclude by prioritizing which edge cases are most critical for the given context and suggest a testing strategy that balances coverage and effort.

Key Points to Mention

  • Self-referential objects: test for infinite loops in recursive algorithms; use cycle detection.
  • Sparse arrays: test iteration methods (forEach, map) that skip holes vs. methods that treat holes as undefined.
  • NaN: test equality (Object.is vs ===), and that NaN is not equal to itself; test serialization.
  • Infinity and -Infinity: test arithmetic, serialization, and comparison.
  • Negative zero: test Object.is(-0, 0) returns false, and that -0 is preserved in operations.
  • Typed arrays: test that they are not regular arrays; test methods like slice, subarray, and conversion to regular arrays.
  • Large object graphs: test for stack overflow in recursive algorithms; consider iterative approaches and performance.

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