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Hypothesis

A hypothesis is a provisional proposition, explanation, or prediction that can be evaluated against evidence.

How 9 Manning books explain it

Cyber Threat Hunting

A hypothesis is a proposition consistent with known data that has not yet been verified or shown to be false.

How it is used
Drives structured threat hunting by defining a suspected threat and directing evidence searches.
How deep it goes
Defines hypotheses, gives relevance and testability criteria, and details an iterative testing and response workflow.
Examples
Uses PowerShell activity, spearphishing through a malicious Word document, Kubernetes container escape, and public-facing API exploitation.
What you can do after
Apply it in structured threat hunting to scope searches, assess evidence, refine inconclusive investigations, and escalate confirmed incidents.

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Grokking Statistics

A hypothesis is a proposed explanation or relationship that can be evaluated with evidence.

How it is used
Frames data investigations by turning a proposed relationship or claim into something evidence can evaluate.
How deep it goes
Defines hypotheses through workflows and examples, then develops null and alternative claims for formal testing without deriving test formulas.
Examples
Uses temperature and sports drink sales, 305 mL soda cans, and toddler meltdowns after missed naps.
What you can do after
Evaluate/understand proposed claims by selecting variables, gathering data, testing models on new data, and qualifying conclusions.

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Effective Data Analysis

A hypothesis is a testable proposition about a population, relationship, or data-generating process.

How it is used
Guides analytics questions, research design, method selection, and evaluation across experiments, metric comparisons, and predictive modeling.
How deep it goes
Explains evidence gathering, construction, null and alternative forms, direction, and quantification, while deferring statistical tests to later treatment.
Examples
Uses tutoring comparisons, e-commerce layout experiments, A/B tests, and weather-based rat-sighting prediction to illustrate hypotheses.
What you can do after
Evaluate questions by structuring testable propositions, documenting assumptions, selecting methods, and defining evidence-based decision criteria.

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Statistics Slam Dunk

A hypothesis is a stated proposition about a population, process, or relationship that can be evaluated with evidence.

How it is used
Frames NBA questions as testable starting points for data preparation, statistical analysis, visualization, and interpretation.
How deep it goes
Explains null hypotheses and assumptions, then demonstrates decisions through tests, summaries, charts, and comparisons rather than formal proofs.
Examples
Uses draft segments and career games, officiating bias, fourth-quarter performance, and standardized scoring as concrete analytical questions.
What you can do after
Evaluate/understand NBA propositions by preparing data, comparing summaries, visualizing results, and interpreting statistical test outcomes.

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The Art of AI Product Development

A hypothesis is a provisional, testable proposition about a product change, user behavior, or expected outcome.

How it is used
Uses provisional propositions to discover and validate AI product opportunities through rapid experiments.
How deep it goes
Explains formulation through small product changes and validation, but does not specify experiment metrics or statistical methods.
Examples
Uses prompt changes, local layout changes, prompt suggestions, and chatbot experimentation as concrete hypothesis tests.
What you can do after
Apply via experiments that implement, deploy, and test incremental product changes without requiring complete prior data.

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The Well-Grounded Data Analyst

A hypothesis is a specific, testable proposition about a relationship or difference in a domain.

How it is used
Focuses survey analysis on evidence that supports or contradicts stakeholder theories and informs a potential AI-product market gap.
How deep it goes
Moves from proposition to variable selection, exploratory comparison, and possible statistical testing, but does not specify the test procedure.
Examples
Uses developer experience, generative AI usage, usefulness, favorability, and trust responses from the Stack Overflow Developer Survey.
What you can do after
Evaluate whether a proposed relationship is supported by survey evidence and decide which analytical paths serve the stakeholder question.

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Sutskever's List

A hypothesis is a proposed explanation or generative process whose plausibility is evaluated against observed data.

How it is used
Frames inductive inference as evaluating possible data-generating processes, grounding a theoretical account of intelligence.
How deep it goes
Defines compatibility and simplicity through intuitive examples, then sets up consideration of computable programs without detailing the weighting.
Examples
Uses a cookie-jar mystery and the sequence 1, 3, 5, 7 to contrast compatible explanations and simpler predictions.
What you can do after
Evaluate competing explanations by retaining those consistent with evidence and preferring simpler ones.

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Causal Inference for Data Science

A testable proposition about a causal relationship between an intervention and an outcome.

How it is used
Frames A/B tests and randomized experiments around a causal question about an intervention and an outcome.
How deep it goes
Defines the experimental role of a hypothesis and sketches design, execution, and analysis while deferring detailed explanation.
Examples
Uses a new-versus-old disease treatment comparison and binary patient improvement outcomes.
What you can do after
Apply it via an A/B test by stating a causal proposition, designing an experiment, protecting randomization, and comparing responses.

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Machine Learning System Design

A hypothesis is a testable proposition about an expected relationship or effect in an experiment.

How it is used
Frames expected effects before offline evaluation and A/B testing.
How deep it goes
Defines components and planning parameters, but defers detailed sample-size mathematics.
Examples
Uses retail stockouts and sales prediction, plus offline estimates preceding online experiments.
What you can do after
Apply it via an A/B test by specifying metrics, uplift, error thresholds, duration, and reporting expectations.

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Related concepts

These guides are generated from the text of Manning books by Manning's knowledge graph and link to the sections they draw on. The full books are available on liveBook and at manning.com.