Machine Learning in Lyft's Business Context Questions
Application of machine learning engineering practices to Lyft's business problems, including demand forecasting, rider and driver matching, dynamic pricing, routing optimization, fraud detection, experimentation, ML productization, monitoring, and responsible AI within the ride-hailing domain.
HardTechnical
36 practiced
You need to optimize three objectives simultaneously: rider wait time, platform revenue, and driver earnings. Propose a modeling and deployment approach that supports multi-objective optimization, including how to represent trade-offs (scalarization, constraints), how to discover Pareto-optimal policies, and how to present options to product owners.
Sample Answer
Clarify requirements and metrics first: define precise metrics (mean rider wait, platform net revenue per trip, driver earnings per hour), their measurement windows, acceptable minima (safety/SLAs) and stakeholder priorities. Decide whether objectives are competing hard constraints (e.g., driver earnings >= X) or soft trade-offs.Modeling approach- Formulate as a multi-objective decision problem with a reward vector r = [−wait, platform_revenue, driver_earnings]. Normalize each axis to comparable scale.- Two standard representations: - Scalarization (weighted sum): R_w = w1·r1 + w2·r2 + w3·r3 for a weight vector w. Simple, convex-Pareto coverage only. - Constrained optimization / lexicographic: maximize primary objective subject to constraints on others (e.g., maximize revenue s.t. driver_earnings ≥ threshold).- Preferred for production: learn a conditional policy π(a|s, w) that takes the weight vector (or constraint thresholds) as input. This trains a single model that can produce different policies across the trade-off space — efficient and smooth interpolation across Pareto frontier.Training & discovering Pareto-optimal policies- Use off-policy RL or contextual bandits depending on action granularity (pricing/matching decisions): - For complex sequential decisions: multi-objective RL (MO-RL) using PPO/IMPALA variants, where loss is expectation of scalarized returns given w. Train over sampled w to approximate frontier. - For simpler one-step pricing/matching: contextual multi-objective bandits or policy gradient with importance-weighted offline policy evaluation (OPE).- Alternatively use evolutionary multi-objective optimization (NSGA-II) on policy parameterizations when differentiability is limited.- Evaluate candidate policies using robust OPE: doubly robust estimators, per-policy counterfactual simulation, and sandboxed online canary A/B tests for top candidates.- To ensure Pareto-optimality: sweep w across simplex, eliminate dominated policies, and refine edge points with focused training.Deployment & product-owner interface- Serve the conditional policy model; expose weight vectors or presets (e.g., “rider-first”, “balanced”, “driver-first”, revenue-max”).- Provide an exploration API to generate candidate policies for A/B testing. Implement safety constraints as hard checks in serving (reject actions that violate minimum earnings or regulatory rules).- Present trade-offs with interactive visualizations: - Pareto frontier chart (2D projections and 3D interactive), showing KPI axes and selectable points. - For each frontier point show expected delta vs baseline, distributional risk (percentiles), and segmented impacts (by city, time-of-day, rider type). - Offer a slider UI to adjust weights or thresholds and preview predicted KPI changes and confidence intervals.- Governance: require stakeholder acceptance of chosen point; run staged rollout with monitoring and rollback thresholds.Monitoring & safeguards- Continuously monitor primary metrics, distribution shifts, and per-segment fairness/regulatory constraints.- Retrain periodically with fresh data; maintain a library of archived Pareto policies for quick rollback.- Use causal and OPE diagnostics to detect model bias or simulation mismatch before full rollouts.Trade-offs & practical notes- Weighted-sum fails to recover non-convex frontier; conditional policies and constraint formulations handle that better.- Emphasize robust offline evaluation and conservative online experiments to avoid harming drivers/riders.- Keep model interpretable: log action rationale and counterfactual estimates to justify decisions to product owners and regulators.This approach yields a single, deployable model that can present an actionable Pareto frontier, lets product owners pick operational trade-offs via presets or sliders, and supports safe, measurable rollouts.
HardTechnical
52 practiced
You need to reduce inference cost for dozens of production models across global regions while still meeting latency SLOs. Propose a cost-reduction plan that includes model compression (pruning/quantization), multi-tenant serving, intelligent autoscaling, batching strategies, and caching. Discuss deployment trade-offs and how to measure ROI.
Sample Answer
Plan overview: prioritize low-risk, high-impact changes iteratively—start with per-model profiling, then apply compression, multi-tenant serving, autoscaling, batching, and caching. Measure baseline cost/latency/QoS and run A/B canaries.1) Profiling & prioritization- Collect p95/p99 latency, throughput, request distribution by region, GPU/CPU utilization, and model memory/compute footprint.- Rank models by cost × QPS × region to target biggest wins first.2) Model compression- Apply structured pruning and post-training quantization (int8 or float16) per model.- Validate accuracy on holdout and SLO tail latencies. Use accuracy vs. compression curves to pick operating point (e.g., ≤1% metric drop).- Automation: CI step for sensitivity tests + rollout via canary.3) Multi-tenant serving- Consolidate smaller models into shared processes (model shards or router + worker pools). Use model packing (memory-mapped weights) to reduce memory overhead.- Add isolation via CPU/GPU resource quotas and soft-affinity to prevent noisy neighbors.- Trade-off: higher utilization vs. increased blast radius—mitigate with throttling and per-tenant SLAs.4) Intelligent autoscaling- Use predictive autoscaling combining short-term predictors (exponential smoothing) and rule-based triggers on p95 latency and queue length.- Scale at both instance and accelerator levels; prefer fast vertical bursts (more concurrency per instance) with horizontal scaling for capacity.5) Batching strategies- Dynamic micro-batching with latency-aware timers: batch until size or max-wait threshold met, adapting thresholds by traffic pattern and SLO.- Use heterogeneous batching: small models batch more aggressively; large models keep small batch sizes.6) Caching- Deploy result caching for idempotent requests and feature caching for repeated inputs (LRU with TTL, regional caches).- Use edge caching for static responses and application-level memoization for recent predictions.Deployment trade-offs- Canary + gradual rollout reduces risk but increases complexity and time.- Stronger compression saves cost but may hurt accuracy and debugging complexity.- Multi-tenancy improves utilization but requires more sophisticated monitoring and isolation.Measuring ROI- Track cost per 1k inferences, p95/p99 latency, error/accuracy delta, and regional availability.- Run controlled experiments: baseline vs. optimized over billing cycle; compute net savings = (cloud cost reduction) − (engineering + validation cost amortized).- Use KPIs: % cost reduction, % SLO violations change, and business impact (e.g., conversion lift or churn reduction). Aim for payback within 3–6 months for larger infra changes.
HardTechnical
36 practiced
You need to train a Graph Neural Network where riders and drivers are nodes and trips are edges. Describe a distributed training strategy that scales to 100M nodes and 1B edges. Cover graph partitioning, neighbor sampling, mini-batching, memory management, gradient synchronization, and frameworks/tools you would use.
Sample Answer
Clarify requirements: target 100M nodes, 1B edges, training GNN (likely multi-layer message passing) with low-latency sampling and distributed SGD, target throughput and memory limits (per-host GPU RAM ~32–80GB), acceptable staleness, and fault-tolerance.High-level approach- Use a distributed, shard-based graph store + partitioned training (hybrid data+model parallelism). Combine graph partitioning to reduce cross-host traffic, neighbor sampling for mini-batches, and synchronous SGD with efficient AllReduce.Graph partitioning- Use balanced edge-cut or vertex-cut partitions (METIS / KaHIP for offline partitioning or ParMETIS for parallel). Aim to minimize edge-cuts for frequently accessed neighbors (group by geography/time to exploit locality). Create replicated halo (k-hop) nodes for each partition to reduce remote fetches.- Store partitions as shards (one shard per partition) colocated with training worker to maximize data locality.Graph storage & serving- Use a distributed graph store supporting server-side sampling (DGL DistGraph, NVIDIA cuGraph + cugraph-ops, or a custom RocksDB/LevelDB backed store). Expose APIs for sampled neighbor subgraphs; support mmap/zero-copy transfers and gRPC for small metadata.Neighbor sampling & mini-batching- Adopt mini-batch neighborhood sampling: layer-wise importance sampling (e.g., GraphSAINT, FastGCN) or multi-layer neighbor sampling (PinSage-style) with capped fanout per layer (e.g., [25,10]). Use per-partition sampler colocated on the shard to return subgraphs containing node features, edge features, and halo-edges.- Batch size tuned to GPU memory: sample N seed nodes per GPU per step, expand to k-hop subgraph, then convert to block representation for efficient message passing.Memory management- Keep model parameters on GPUs; shard optimizer states across GPUs (optimizer sharding / ZeRO from DeepSpeed) to reduce memory overhead.- Use mixed precision (AMP) to lower memory and improve throughput.- Use pinned host memory + async DMA to overlap sample transfer and computation.- Cache hot node embeddings/features in GPU/host memory with LRU and fall back to on-disk store; prefetch next-batch subgraphs.Training & gradient synchronization- Use synchronous data-parallel training across GPUs with DDP + AllReduce for gradient sync, combined with optimizer sharding (ZeRO stage 1/2/3) to scale optimizer state. If staleness tolerated, consider asynchronous parameter server for embedding tables only.- For very large embedding-like node representations, use embedding servers (parameter-server pattern) sharded by node id; use pull/push with sparse gradients to reduce communication.- Overlap: sample -> prefetch -> forward -> backward -> compress gradients (FP16 or 8-bit quantization) -> AllReduce -> optimizer step.Fault tolerance & checkpointing- Periodic shard+model checkpoints; store sampler state and embedding server checkpoints. Use Kubernetes + StatefulSets for orchestration and automatic rescheduling.Frameworks & tools- PyTorch + PyTorch Geometric (PyG) or DGL for model/runtime; DGL Dist or PyG’s distributed extensions for sampling and DistGraph. Use PyTorch Distributed (collective NCCL) + DeepSpeed or PyTorch FSDP/ZeRO for optimizer sharding. Use NVIDIA NCCL, RDMA (InfiniBand) for fast AllReduce.- For partitioning: METIS/ParMETIS/KaHIP. For storage: RocksDB/LevelDB or distributed graph DB (TigerGraph or Nebula) if available. For monitoring: Prometheus/Grafana, and perf trace with Nsight.Trade-offs- More replication reduces network overhead but increases storage and stale data complexity.- Synchronous training ensures convergence stability; asynchronous can scale embeddings but needs careful consistency.- Sampling bias (importance sampling/GraphSAINT) vs full-batch accuracy: tune sampling to maintain train signal.Example pipeline- Offline: partition graph and build shard store with halo nodes.- Runtime: each GPU worker requests mini-batch seeds, shard-local sampler returns subgraph; worker prefetches features, runs GNN on GPU, gradients synchronized via AllReduce with ZeRO optimizer sharding, embeddings pulled/pushed asynchronously to embedding servers if needed.This hybrid design balances locality (partitioning + halo), compute efficiency (mini-batch sampling + mixed precision), and communication (AllReduce + optimizer sharding), enabling training at the 100M/1B scale.
MediumTechnical
30 practiced
Using Python and PyTorch, implement a custom Dataset class for trip records stored as partitioned Parquet files. The Dataset should lazily load file metadata, support filtering by date range, and perform on-the-fly normalization of numeric features. Provide working code or well-structured pseudocode for __init__, __len__, and __getitem__ with memory-efficiency in mind.
Sample Answer
Approach: lazily read partition (Parquet) metadata to build a global index mapping (file -> row-count offsets) without loading data; support date-range filtering by reading partition paths/metadata timestamps; perform on-the-fly normalization using provided feature mean/std (or compute by a single streaming pass if not provided). Use pyarrow to read row-groups or specific row ranges to avoid full-file loads.Key points:- Lazy metadata via pyarrow.ParquetFile and row-group statistics avoids loading full files.- Memory-efficient: read only one row-group and one row per __getitem__.- Normalization uses precomputed or streaming-computed stats.Complexity:- Init: O(F) metadata reads; optionally O(N) streaming to compute stats.- __getitem__: O(log F) locate + O(1) to read one row-group. Edge cases: missing stats, non-ISO dates, files without row-group stats; handle with conservative inclusion. Alternative: use dataset libraries (pyarrow.dataset) for predicate pushdown if available.
python
import os
import pyarrow.parquet as pq
import pyarrow.compute as pc
from datetime import datetime
from torch.utils.data import Dataset
import torch
class ParquetTripDataset(Dataset):
def __init__(self, root_dir, date_col='trip_date',
start_date=None, end_date=None,
numeric_cols=None, stats=None, transform=None):
"""
root_dir: base dir with partitioned parquet files (subdirs or files)
date_col: column name storing date (ISO or YYYY-MM-DD)
start_date,end_date: filter inclusive (strings or datetime)
numeric_cols: list of numeric feature names to normalize
stats: dict {col: (mean, std)}. If None and numeric_cols provided, compute streamingly.
transform: optional callable to apply to each sample
"""
self.root_dir = root_dir
self.date_col = date_col
self.transform = transform
self.numeric_cols = numeric_cols or []
self.files = [] # list of file paths that match date filter
self.file_row_counts = [] # per-file total rows
self.cum_offsets = [] # prefix sums for indexing
self.stats = stats
# normalize date inputs
def to_dt(x):
if x is None: return None
return x if isinstance(x, datetime) else datetime.fromisoformat(x)
self.start_date = to_dt(start_date)
self.end_date = to_dt(end_date)
# discover parquet files (non-recursive could be adapted)
for dirpath, _, filenames in os.walk(root_dir):
for fn in filenames:
if fn.endswith('.parquet'):
self.files.append(os.path.join(dirpath, fn))
# lazily gather metadata: row counts and optional date-based filter using metadata columns/row-groups
filtered_files = []
for fp in self.files:
pqf = pq.ParquetFile(fp)
# sum rows across row groups
nrows = pqf.metadata.num_rows
# try to read min/max of date_col from row-group metadata if present
accept = True
if self.start_date or self.end_date:
# scan row-group statistics
accept = False
for rg in range(pqf.metadata.num_row_groups):
rg_meta = pqf.metadata.row_group(rg)
try:
col_index = pqf.schema_arrow.get_field_index(self.date_col)
col_meta = rg_meta.column(col_index)
stats = col_meta.statistics
if stats is None:
accept = True; break # can't decide, keep file
min_dt = datetime.fromisoformat(stats.min.decode() if isinstance(stats.min, (bytes,bytearray)) else stats.min)
max_dt = datetime.fromisoformat(stats.max.decode() if isinstance(stats.max, (bytes,bytearray)) else stats.max)
if (self.start_date is None or max_dt >= self.start_date) and (self.end_date is None or min_dt <= self.end_date):
accept = True; break
except Exception:
accept = True; break
if accept:
filtered_files.append((fp, nrows))
self.files = [f for f,_ in filtered_files]
self.file_row_counts = [r for _,r in filtered_files]
# build cumulative offsets
s = 0
for cnt in self.file_row_counts:
self.cum_offsets.append(s)
s += cnt
self.total_rows = s
# compute stats if needed (single streaming pass, memory-efficient)
if self.numeric_cols and self.stats is None:
# compute mean and std via two-pass streaming over files (or Welford online single pass)
sums = {c:0.0 for c in self.numeric_cols}
sumsq = {c:0.0 for c in self.numeric_cols}
count = 0
for fp in self.files:
table = pq.read_table(fp, columns=self.numeric_cols)
arrs = {c: table[c].to_pandas().astype(float) for c in self.numeric_cols}
n = len(arrs[self.numeric_cols[0]])
count += n
for c in self.numeric_cols:
v = arrs[c].values
sums[c] += v.sum()
sumsq[c] += (v**2).sum()
self.stats = {}
for c in self.numeric_cols:
mean = sums[c]/count
var = max(0.0, sumsq[c]/count - mean*mean)
std = var**0.5 if var>0 else 1.0
self.stats[c] = (mean, std)
def __len__(self):
return int(self.total_rows)
def _locate(self, idx):
# binary search over cum_offsets
lo, hi = 0, len(self.cum_offsets)-1
while lo <= hi:
mid = (lo+hi)//2
start = self.cum_offsets[mid]
end = start + self.file_row_counts[mid]
if idx < start: hi = mid-1
elif idx >= end: lo = mid+1
else: return mid, idx - start
raise IndexError
def __getitem__(self, idx):
if idx < 0: idx += len(self)
if idx < 0 or idx >= len(self): raise IndexError
file_idx, local_row = self._locate(idx)
fp = self.files[file_idx]
# read only needed row using row_group/row selection if supported
# simplest: read with row_groups where that row resides
pqf = pq.ParquetFile(fp)
# find row-group containing local_row
acc = 0
for rg in range(pqf.metadata.num_row_groups):
rg_rows = pqf.metadata.row_group(rg).num_rows
if local_row < acc + rg_rows:
row_in_rg = local_row - acc
table = pqf.read_row_group(rg, columns=None, use_pandas=False)
row = {name: table.column(i)[row_in_rg].as_py() for i,name in enumerate(table.column_names)}
break
acc += rg_rows
# optional date filter: verify row matches date range (could skip earlier)
if self.date_col:
dt = row.get(self.date_col)
if dt is not None:
dt_parsed = dt if isinstance(dt, datetime) else datetime.fromisoformat(dt)
if (self.start_date and dt_parsed < self.start_date) or (self.end_date and dt_parsed > self.end_date):
raise IndexError # this can happen if metadata was coarse; caller can handle or DataLoader shuffle reduces collisions
# normalize numeric features on-the-fly
features = {}
for c in self.numeric_cols:
val = row.get(c)
if val is None:
norm = 0.0
else:
mean, std = self.stats.get(c, (0.0, 1.0))
norm = (float(val) - mean) / std if std != 0 else 0.0
features[c] = torch.tensor(norm, dtype=torch.float32)
sample = {**row, **features}
if self.transform:
sample = self.transform(sample)
return sampleEasyTechnical
32 practiced
Explain the difference between ROC-AUC and PR-AUC. For Lyft's fraud-detection use case, where fraudulent events are rare, which metric is more informative and why? Provide an example trade-off between precision and recall in the fraud context.
Sample Answer
ROC-AUC (Receiver Operating Characteristic - Area Under Curve) measures the model’s ability to rank positive vs negative across all thresholds by plotting True Positive Rate (recall) vs False Positive Rate. PR-AUC (Precision-Recall AUC) plots Precision vs Recall across thresholds and focuses on the performance for the positive class.Key differences:- ROC-AUC uses FPR on x-axis; when negatives dominate, small changes in false positives produce tiny FPR changes, so ROC can look overly optimistic under severe class imbalance.- PR-AUC emphasizes precision (how many flagged positives are true) and recall (how many true positives are found), so it reflects practical performance when positives are rare.For Lyft’s fraud-detection (fraudulent events are rare), PR-AUC is more informative because it directly measures how well the model finds scarce frauds while controlling false alarms—both critical operational metrics.Example trade-off:- High recall, low precision: model flags 95% of frauds (recall=0.95) but precision=0.10 → 90% of alerts are false positives. This catches more fraud but overloads investigations, increases customer friction (false blocks).- High precision, lower recall: model precision=0.90, recall=0.60 → fewer false alarms, investigations are efficient, but 40% of frauds slip through, risking financial loss and reputational damage.Operational decision: choose threshold based on business cost — estimate cost per missed fraud vs cost per false alert, then pick point on PR curve that minimizes expected loss while meeting SLA for investigation capacity. Also monitor metrics post-deployment and consider layered defenses (automated blocking + human review) to balance precision/recall.
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