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Machine Learning & Data Science

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Classical ML, embeddings, metrics (precision/recall, AUC, calibration), experiment design and statistics: the modeling fundamentals applied AI roles still test alongside GenAI.

Grounded in real Applied AI Engineer interview loops and written to a senior-engineer editorial bar.

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01–49Foundationsthe vocabulary every loop assumes you already have0/49 done
50–92Core loopsthe questions every loop actually asks0/43 done
93–121Field scenariosthe messy, half-specified problems from real deployments0/29 done

The concepts behind Machine Learning & Data Science

The vocabulary and mental models these questions assume, from our curriculum. Start with the foundations free; the deeper, interview-defining ideas are part of premium.

Core
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Information Theory for MLInformation theory gives ML its core measures: entropy (uncertainty in a distribution), cross-entropy (the cost of modeling the true distribution with your predicted one, the classification loss), KL divergence (how far one distribution is from another), and mutual information (how much one variable tells you about another). These appear as the loss you minimize, the regularizer in VAEs and RLHF, and the splitting criterion in decision trees. Applied-AI interviews probe it because cross-entropy and KL underlie training, distillation, and alignment.
Foundational
Probability Distributions You Should KnowThe handful of distributions that cover most modeling situations: Bernoulli and binomial for yes/no outcomes and counts of successes, normal for sums and measurement noise, Poisson for event counts in a window, and exponential for waiting times. Applied AI interviews probe this because the distribution you assume is the loss you minimize: Bernoulli gives you cross-entropy, normal gives you mean-squared error, and naming that link shows you understand what a model is actually fitting.
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MLE, MAP, and Bayesian vs FrequentistMaximum likelihood picks the parameters that make the observed data most probable; MAP adds a prior and picks the most probable parameters given the data. MAP reduces to MLE when the prior is flat, and the prior acts as regularization. Applied-AI interviews probe this to see if you understand where priors enter your models, why L2 regularization is a Gaussian prior in disguise, and the practical split between point estimates and full posteriors.
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CLT, Sampling, and Confidence IntervalsThe central limit theorem says the mean of a sample is approximately normal regardless of the underlying distribution, which is why so much inference uses the normal curve. Standard error measures how much a sample mean wobbles and shrinks with sample size, unlike standard deviation. Applied-AI interviews probe this because it sets how wide a confidence interval is and therefore how long an A/B test must run.
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Hypothesis Testing and p-valuesHypothesis testing asks whether an observed effect is large enough to be unlikely under a null hypothesis of no effect, summarized by a p-value. The trap is reading the p-value as the probability the null is true, ignoring effect size, or running many tests and reporting only the winners. Applied-AI interviews probe it because it is the inference engine behind A/B testing and any claim that a model change actually helped.
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Sampling Techniques: Stratified, Reservoir, ImportanceSampling techniques decide which subset of data you train on, evaluate on, or stream through, and that choice quietly determines whether your numbers reflect reality. The core methods are uniform, stratified, reservoir for unbounded streams, and importance sampling for rare or reweighted events. Applied AI interviews probe this because a biased sample produces a confidently wrong model and an eval set that lies about production performance.
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Causal Inference: Confounders and IdentificationCausal inference is the discipline of estimating what would happen if you intervened, not just what correlates in observed data. It centers on confounders, randomization as the gold standard, and quasi-experimental methods (diff-in-diff, instrumental variables, propensity scores) for when you cannot run a clean experiment. Applied AI interviews probe it because product and model decisions hinge on whether a measured lift is real or an artifact of who self-selected into the treatment.
Foundational
Gradient Descent and OptimizersGradient descent is how models learn: compute the gradient of the loss with respect to the parameters and step opposite it to reduce error. Mini-batch SGD (a small batch per step) is the workhorse, balancing stable gradients with speed and GPU parallelism. Momentum smooths the path, and Adam (momentum plus per-parameter adaptive rates) is the default. The learning rate is the most important knob, scheduled with warmup and decay. Applied-AI interviews probe it because it underlies all training and the failure modes (divergence, getting stuck) are diagnosable.
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