Methods · Dimensionality reduction · Dimensionality reduction

t-SNE Dimensionality Reduction

t-SNE (t-distributed stochastic neighbor embedding) is a nonlinear dimensionality reduction technique that maps high-dimensional data into two or three dimensions while preserving local neighborhood structure, mainly for visualization.

t-SNE(t-분포 확률적 이웃 임베딩)는 고차원 데이터를 지역적 이웃 구조를 보존하면서 2차원이나 3차원으로 사상하는 비선형 차원축소 기법으로, 주로 시각화에 쓰입니다.

How do I visualize high-dimensional data in two dimensions to see whether it forms groups?

고차원 데이터를 2차원으로 시각화해서 집단이 형성되는지 어떻게 확인하나요?

t-SNE projects high-dimensional observations into a two- or three-dimensional map in which points that are close neighbors in the original space stay close together. It fits exploratory visualization of possible groupings, but distances between clusters and cluster sizes in the map should not be interpreted quantitatively.

When to use t-SNE Dimensionality Reduction

When to use something else

Assumptions and requirements

What the analysis reports

How to report it

A t-SNE projection (perplexity = [value]) of the [n] observations showed [description of pattern] when points were colored by [variable].

Related methods

Run t-SNE Dimensionality Reduction on Quorant

Data you need
a table (CSV or Excel) with predictor (feature) columns
Price
600 credits for one analysis up to 10,000 rows (complexity level 4); larger or wider data costs more. Optional methodologist review: 2400 credits.
Checking
Python results are cross-checked against R reference outputs 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 Q32004 · Reviewed 2026-10-25