Methods · Probability & information theory · Information theory

Transfer Entropy

Transfer entropy measures directed information flow from one time series to another as the information that the source's past adds about the target's present beyond the target's own past.

전이 엔트로피는 원천 시계열의 과거가 목표 시계열 자신의 과거를 넘어 목표의 현재값에 대해 추가로 주는 정보량으로, 방향이 있는 정보 흐름을 잽니다.

Does the history of one time series carry information about the next value of another series, even if the link is nonlinear?

한 시계열의 과거가 다른 시계열의 다음 값에 대해 비선형적으로라도 정보를 주는지 알고 싶어요.

Transfer entropy is the conditional mutual information between the target's current value and the source's past, given the target's own past, so it detects directional dependence that need not be linear. Significance is judged against time-shifted surrogate series, and in the linear-Gaussian case the measure equals half the Granger causality statistic.

When to use Transfer Entropy

When to use something else

Assumptions and requirements

What the analysis reports

How to report it

Transfer entropy from [X] to [Y] (history length [value], quantile-binned estimator) was [value] nats, surrogate p = [value]; the reverse direction was [value] nats, p = [value].

Related methods

Run Transfer Entropy on Quorant

Data you need
a table (CSV or Excel) with an outcome variable, predictor (feature) columns and a time variable
Price
400 credits for one analysis up to 10,000 rows (complexity level 3); larger or wider data costs more. Optional methodologist review: 1800 credits.
Checking
Checked by property tests in every deployment
Before you pay
A free pre-analysis diagnosis checks your data and gives an exact quote; nothing is deducted until you approve it.

Method ID Q19002 · Reviewed 2026-10-25