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Experiments (1)

Experiments Overview

  • Basics of Experiments

    • Definition: Controlled actions or observations to test hypotheses.

    • Purpose: Understand causal relationships between variables.

Types of Experimental Design

  • Randomized Controlled Trial (RCT)

    • Participants assigned randomly to treatment/control groups.

    • Aim: Eliminate biases in the assignment and outcomes.

  • Experimental Terminology

    • Intervention: Treatment applied in a study.

    • Control Group: Receives no intervention or a placebo.

    • Outcome: Measurable result of the intervention.

Variables in Experiments

  • Independent Variable (IV): The variable manipulated or altered by the researcher.

  • Dependent Variable (DV): The outcome affected by manipulation of the IV.

  • Extraneous Variables: Factors not controlled that could influence the DV.

  • Confounding Variables: Overlap with IV affecting the DV causing misleading results.

Factorial Design in Experiments

  • Factorial model explains the interaction of multiple IVs on the DV.

    • Example 2x2 design with two factors, one being gender (male, female) and the other being treatment (placebo, drug).

Data Interpretation and Noise

  • Statistical Noise: Random fluctuations in data that can obscure true patterns.

    • Affects the reliability of results. Significant for understanding variability in responses.

Polling and Survey Distortions

  • Problems arise in surveys such as question misinterpretation, bias in respondent demographics, and refusal to participate.

  • Polling Errors: Reflections of discrepancies in election polling represented through various studies.

Experimental Validity

  • Internal Validity: Assures that the study accurately measures what it intends to measure.

  • External Validity: Determines the generalizability of findings beyond the study context.

Conclusion of Experimental Analysis

  • Essential to have rigorous controls like random assignment and appropriate blinding.

  • Importance of understanding all variables to accurately analyze results.

  • Need for both statistical and practical significance in interpretating data.