Programming Fundamentals Questions

Direct answer
Plain assignment doesn't copy anything, it just gives a second name to the same object. A shallow copy creates a new outer container but reuses references to the same nested objects inside it, so mutating a nested element through either the original or the shallow copy is visible in both. A deep copy recursively copies every nested object too, giving you a fully independent structure.

Structured elaboration

• Assignment (b = a): a and b are now two names for the exact same object; b is a is True. There is no 'original' versus 'copy', they're the same thing.
• Shallow copy (copy.copy(a), or list(a), or a[:] for a list): creates a genuinely new outer object (b is a is now False), but for every element that is itself a mutable object (a nested list, a dict, a custom object), the copy holds a reference to the SAME nested object, not a copy of it (b[0] is a[0] is True).
• Deep copy (copy.deepcopy(a)): recursively walks the structure and makes a new copy of every nested mutable object too, so nothing is shared (b[0] is a[0] is False).
• The bug shape this causes: code that shallow-copies a nested structure believing it now has an independent snapshot, then mutates the original, and the 'snapshot' silently changes too, because the shallow copy's nested elements were never actually copied.

Worked example

import copy
original = [[1, 2, 3], [4, 5, 6]]
shallow = copy.copy(original)
deep = copy.deepcopy(original)

original[0].append(999)   # mutate a NESTED element of the original

Verified results after that mutation: original == [[1, 2, 3, 999], [4, 5, 6]], shallow == [[1, 2, 3, 999], [4, 5, 6]] (the nested list was shared, so the shallow copy sees the change too), deep == [[1, 2, 3], [4, 5, 6]] (fully independent, unaffected).

A realistic version of this bug: code takes a shallow copy of a dataset as a 'before' snapshot, then runs an in-place normalization pass over the dataset:

def normalize_inplace(rows):
    for row in rows:
        total = sum(row)
        for i in range(len(row)):
            row[i] = row[i] / total if total else 0

After running normalize_inplace on the dataset, the shallow-copied 'snapshot' taken beforehand is bitwise identical to the now-normalized dataset (verified by running it: snapshot == dataset evaluates True after normalization), because normalize_inplace mutates each row list in place, and the shallow copy's rows are the SAME row objects as the original's. The 'backup' was never a backup.

Trade-offs & pitfalls
The fix depends on what you actually need: if you truly need an independent snapshot, use copy.deepcopy (accepting its cost, see the mutability discussion) or rebuild the structure by copying each nested piece explicitly. If deep-copying every row of a large dataset is too expensive, the more scalable fix is usually to stop mutating in place at all, have normalize_inplace return a new structure instead of mutating its argument, which sidesteps the shallow/deep copy question entirely by removing the shared-mutable-state pattern that created the risk.

Direct answer
A bare except: (or except Exception: with a silent return None) doesn't just handle the error you intended, it catches every error that happens to occur in that block and treats all of them identically, so a genuine bug (wrong type, a typo'd attribute, a logic error) gets misclassified as 'expected failure' and hidden from anyone who could act on it. The fix is to catch only the SPECIFIC exception you actually expect, and make failure visible (log it, re-raise it, or return a value the caller is forced to check) instead of silently returning a value indistinguishable from a normal result.

Structured elaboration

• Why this is dangerous, not just untidy: None is frequently also a valid, meaningful return value elsewhere in the codebase. A caller receiving None from this function cannot tell 'there was no data' from 'something crashed while getting the data', those are very different situations that need very different handling, and the swallowed exception has erased the distinction.
• Why 'catch everything' is worse than it looks: a bare except catches ValueError (probably intended) but ALSO TypeError, AttributeError, even KeyboardInterrupt in some forms, errors that indicate a real bug in the calling code, not a data-quality issue the function was designed to tolerate. Narrowing to the specific expected exception type is what lets a genuine bug surface loudly instead of being absorbed by the same catch-all.
• What replaces it: catch only the exception type(s) you actually expect and know how to handle; log enough context to diagnose it (what input caused it); then either re-raise (if the caller has no way to proceed without this data) or return an explicit, unambiguous sentinel that cannot be confused with a valid result (not bare None if None is otherwise meaningful).
• The review conversation: once the technical fix is clear, raising it with the author is a normal, low-friction code-review comment focused on the concrete failure mode ('this will hide a real TypeError as if it were expected'), not a judgment about the person, that's what keeps the fix landing quickly.

Worked example

def bad_parse(raw):
    try:
        return int(raw)
    except Exception:
        return None            # catches ValueError AND TypeError identically

def good_parse(raw, logger):
    try:
        return int(raw)
    except ValueError:
        logger.warning("could not parse %r as int", raw)
        raise                  # or: return a sentinel the caller is forced to check

Verified: bad_parse(None) returns None silently, giving no signal that int(None) actually raised a TypeError (passing None where a string/number was expected, a real bug at the call site, not a data-quality issue). good_parse(None, logger) instead lets that TypeError propagate uncaught (confirmed: it raises TypeError, not swallowed), because the function only catches ValueError. good_parse("not-a-number", logger) correctly logs a warning and re-raises ValueError (confirmed by execution), a case the function WAS designed to handle, with a visible trail.

Trade-offs & pitfalls
The judgment call is choosing between re-raising and returning a sentinel: re-raise when the caller genuinely cannot proceed without valid data (most cases); return an explicit sentinel only when the caller has a real, intentional fallback path for 'this record was unparseable' and the sentinel can't be confused with a legitimate value. What never belongs in either path is catching a broader exception type than you can actually reason about, that's the pattern that turns a narrow, expected failure mode into a general-purpose bug hiding place.

Direct answer
Recursion trades stack space and a per-call overhead for code that mirrors the problem's natural self-similar structure; iteration trades that clarity for constant stack usage and typically better raw performance. The concrete risk with recursion is a stack overflow on deep input, and the usual mitigating technique, tail-call optimization, is not guaranteed across mainstream languages (notably CPython does not do it).

Structured elaboration

• Readability: recursion often reads closer to the mathematical or structural definition of the problem (a tree, a fractal-like decomposition, n! = n * (n-1)!). Iteration usually needs an explicit accumulator or work-list and can obscure that structure, especially for tree/graph problems.
• Stack usage: each recursive call pushes a new stack frame (return address, local variables). A recursive call chain of depth n uses O(n) stack space, while a well-written iterative loop uses O(1) auxiliary stack space (the loop variables live in one frame).
• Stack overflow risk: if depth exceeds the runtime's limit, you get a hard failure (Python's RecursionError, a native segfault-style crash in some languages). This is a real production risk whenever recursion depth is driven by input size rather than a small fixed bound.
• Tail-call optimization (TCO): in a 'tail-recursive' function, the recursive call is the very last operation, nothing happens after it returns. A compiler or runtime that supports TCO can reuse the current stack frame for that call instead of pushing a new one, turning the recursion into a loop under the hood with O(1) stack usage. Languages like Scheme and (in the target-relevant case) Java's Scala guarantee this for self-tail-calls; CPython deliberately does NOT implement it (a language design choice, not a limitation of the trick) partly because it would make stack traces less informative for debugging.

Worked example

def factorial_recursive(n):
    if n <= 1:
        return 1
    return n * factorial_recursive(n - 1)      # NOT tail-recursive: multiply happens after the call returns

def factorial_tail_style(n, acc=1):
    if n <= 1:
        return acc
    return factorial_tail_style(n - 1, acc * n)  # tail-recursive IN FORM, but Python still doesn't optimize it

def factorial_iterative(n):
    result = 1
    for i in range(2, n + 1):
        result *= i
    return result

All three agree on small input (verified: factorial_recursive(10) == factorial_iterative(10) == factorial_tail_style(10) == 3628800). The difference shows up at depth: with CPython's default recursion limit of 1000, factorial_recursive(5000) raises RecursionError: maximum recursion depth exceeded (confirmed by running it), while factorial_iterative(5000) completes normally regardless of the tail-style rewrite, because CPython never collapses the recursive call chain into a loop. The same real-world shape shows up walking a deep hierarchical structure (a category tree, a nested comment thread): a recursive walker is elegant until the tree gets deep enough that the recursion limit, not the actual computation, is what fails.

Trade-offs & pitfalls
A correct senior answer does not claim 'just write tail-recursive code and it'll be fine' in a language like Python, that is a common and wrong mental shortcut. The real decision is: if depth is bounded and small (most tree structures in practice), recursion's readability usually wins; if depth scales with untrusted or unbounded input, convert to an explicit iterative version with your own stack (see the tree-traversal conversion question for a worked version of exactly that conversion) rather than relying on the language to save you.

Direct answer
Convert the recursive walk into an explicit loop that maintains its own stack (a plain list/array), pushing left children as you descend and popping/visiting/moving right exactly where the recursive calls would have happened, so the traversal order is identical but the call depth is no longer tied to the language's function-call stack.

Structured elaboration
The recursive in-order traversal is: recurse left, visit the node, recurse right. Each recursive call pushes a real stack frame, so a left-skewed tree of depth d uses O(d) frames and blows the interpreter's recursion limit once d exceeds it (Python's default is 1000). The iterative version replaces those implicit call-stack frames with an explicit stack you manage yourself, which lives on the heap and has no language-imposed depth limit (bounded only by available memory, not by a fixed call-depth ceiling):

1. Walk left as far as possible, pushing every node visited onto the stack (mirrors descending through the left-recursion calls without visiting yet).
2. Pop the top of the stack, that's the next node to visit, in the exact order the recursive version would have visited it.
3. Move to that node's right child and repeat from step 1 (mirrors the recurse-right call).
4. Stop when the stack is empty and there's no current node left to descend into.

Worked example

def inorder_iterative(root):
    out = []
    stack = []
    node = root
    while stack or node is not None:
        while node is not None:
            stack.append(node)
            node = node.left
        node = stack.pop()
        out.append(node.val)
        node = node.right
    return out

Verified against a known small balanced tree (root 4, left subtree 2 with children 1 and 3, right subtree 6 with children 5 and 7): both the recursive version and this iterative version return [1, 2, 3, 4, 5, 6, 7], identical order. Verified against a deliberately pathological case, a left-skewed tree of depth 3000 (each node's left child is the next node down, no right children): the recursive version raises RecursionError: maximum recursion depth exceeded at Python's default limit of 1000, while the iterative version completes and returns all 3000 values in order (len(result) == 3000, result == list(range(1, 3001))), confirming it has no equivalent depth ceiling.

Trade-offs & pitfalls
The iterative version is not simply 'better', it trades the recursive version's direct correspondence to the problem's structure (which makes it easy to verify by inspection) for an explicit stack whose invariant (everything on the stack is an ancestor of the current node, still awaiting its visit-and-descend-right) is easy to get subtly wrong, common bugs are popping before fully descending left, or forgetting to move to node.right after visiting and looping forever on the same node. This conversion is worth doing specifically when input depth is attacker- or user-controlled and therefore cannot be assumed small (a request-driven tree/graph walk), not as a blanket 'recursion is bad' rule for every tree operation.

Direct answer
The four pillars are encapsulation (bundling data with the methods that operate on it, and hiding internal state behind a controlled interface), abstraction (exposing only what a caller needs, hiding how it's implemented), inheritance (a class reusing and specializing another class's behavior), and polymorphism (code that works against a common interface behaving correctly for many concrete types).

Structured elaboration

• Encapsulation: internal fields are kept private (or convention-marked, e.g. Python's leading underscore) and reached only through methods. Benefit: you can change the internal representation later without breaking every caller. Pitfall: exposing a mutable internal collection directly (a public list field) defeats encapsulation even if the field itself is 'private', because callers can still reach in and mutate it.
• Abstraction: a caller depends on a small, stable surface (an interface, an abstract base class, or just a documented method contract) rather than on implementation detail. Benefit: implementations can be swapped freely. Pitfall: a 'leaky abstraction' that forces callers to know implementation detail anyway (e.g. an interface that only makes sense if you know it's backed by a SQL table).
• Inheritance: a subclass gets a base class's fields and methods and can override behavior. Benefit: real code reuse for a genuine is-a relationship. Pitfall: inheritance used purely for code reuse (not a real is-a relationship) creates fragile coupling, since a change in the base class can silently break every subclass; composition (a class holding an instance of another class instead of inheriting from it) is often the safer default for anything beyond a shallow, genuinely-is-a hierarchy.
• Polymorphism: calling code written against a base type or interface automatically gets the right behavior for whatever concrete subtype is actually passed in, without an if/else on type. Benefit: adding a new type means adding a new class, not editing every call site (this is most of what the 'open/closed' principle (a design should be open to new behavior but closed to editing existing, working code) is about). Pitfall: relying on type-checking (isinstance) instead of polymorphism reintroduces the very branching the pattern exists to remove.

Worked example

class MetricCollector:
    def __init__(self, name):
        self._name = name          # encapsulation: internal state, reached via methods
        self._samples = []
    def record(self, value):
        self._samples.append(value)
    def summary(self):
        return f"{self._name}: n={len(self._samples)}"

class LatencyCollector(MetricCollector):   # inheritance
    def summary(self):                     # polymorphism: overrides base behavior
        if not self._samples:
            return f"{self._name}: no samples"
        avg = sum(self._samples) / len(self._samples)
        return f"{self._name}: avg={avg:.2f}ms over {len(self._samples)} samples"

Calling .summary() on a plain MetricCollector gives "requests: n=2"; calling the exact same method name on a LatencyCollector after recording 12.0 and 18.0 gives "p50_latency: avg=15.00ms over 2 samples" (verified: (12.0 + 18.0) / 2 = 15.00). Code that only knows it has a MetricCollector and calls .summary() gets the right behavior either way, that's the polymorphism.

Trade-offs & pitfalls
The pillars are not equally load-bearing in modern code: encapsulation and abstraction are used constantly and rarely controversial, while deep inheritance hierarchies are increasingly avoided in favor of composition ('composition over inheritance') once a hierarchy goes past one or two levels, because each additional layer makes behavior harder to predict from any single class definition. A senior answer should name that tension rather than presenting a 4-item inheritance-friendly hierarchy as the goal in itself.