(19949667), N. K., (17953928), M. A., (17953931), K. K., (4457470), E. L., (3288024), A. J., & (18676), F. S. (2024). Two-dimensional embeddings of distances between transition networks as result of multi-dimensional scaling (MDS) applied to the distance matrix (Fig 7), where distances between single data points are preserved as good as possible while reducing dimensions.
Chicago Style (17th ed.) Citation(19949667), Nicolai Kraus, Michael Aichem (17953928), Karsten Klein (17953931), Etienne Lein (4457470), Alex Jordan (3288024), and Falk Schreiber (18676). Two-dimensional Embeddings of Distances Between Transition Networks as Result of Multi-dimensional Scaling (MDS) Applied to the Distance Matrix (Fig 7), Where Distances Between Single Data Points Are Preserved as Good as Possible While Reducing Dimensions. 2024.
MLA (9th ed.) Citation(19949667), Nicolai Kraus, et al. Two-dimensional Embeddings of Distances Between Transition Networks as Result of Multi-dimensional Scaling (MDS) Applied to the Distance Matrix (Fig 7), Where Distances Between Single Data Points Are Preserved as Good as Possible While Reducing Dimensions. 2024.