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Explain P-Value Reporting and Bootstrap for Coefficient Estimation

Last updated: Mar 29, 2026

Quick Overview

This question evaluates a candidate's understanding of statistical inference for regression coefficients, specifically p-value interpretation and numerical reporting nuances, along with resampling-based coefficient estimation using bootstrapping.

  • medium
  • Voleon Group
  • Statistics & Math
  • Data Scientist

Explain P-Value Reporting and Bootstrap for Coefficient Estimation

Company: Voleon Group

Role: Data Scientist

Category: Statistics & Math

Difficulty: medium

Interview Round: Technical Screen

##### Scenario Voleon DS tech round: statistical inference checks after regression. ##### Question You observe a p-value printed as 0.000 for a coefficient. Is this possible? Why might software report it that way, and how do you communicate significance appropriately? Follow-up: Explain how you would use bootstrapping to estimate the sampling distribution of this coefficient and relate the bootstrap expectation to the true population parameter. ##### Hints Discuss numerical rounding, significance thresholds, reporting scientific notation, bootstrap resampling, bias and variance.

Quick Answer: This question evaluates a candidate's understanding of statistical inference for regression coefficients, specifically p-value interpretation and numerical reporting nuances, along with resampling-based coefficient estimation using bootstrapping.

Related Interview Questions

  • Compute robust inference under skew and outliers - Voleon Group (hard)
  • Diagnose and interpret regression assumptions - Voleon Group (medium)
Voleon Group logo
Voleon Group
Aug 4, 2025, 10:55 AM
Data Scientist
Technical Screen
Statistics & Math
20
0

Scenario

Technical screen — statistical inference checks after regression.

Questions

  1. You observe a regression output where a coefficient's p-value is printed as 0.000. Is a p-value of exactly zero possible? Why might software report it that way, and how should you communicate statistical significance appropriately?
  2. Follow-up: Explain how you would use bootstrapping to estimate the sampling distribution of this coefficient and how the bootstrap expectation relates to the true population parameter.

Notes: Consider numerical rounding/underflow, significance thresholds and reporting (e.g., scientific notation), bootstrap resampling choices (pairs/residual/wild), and bias/variance.

Solution

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