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许可形式单机版
原产地美国
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适用平台Windows
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新矩阵文件格式
行和列标识符--大长度从8个字符增加到12个字符。
分类值--现在可以是数值（上面例子中的ShadeTolerQ）或文本（上面例子中的Dispersal, Leaf, Leaf, LearPersist和ShadeTolerC），多可达20个字符。
矩阵大小--从32,000行x 32,000列增加到2,000,000行x 2,000,000列，大可达536,848,900个元素自带一些局限性。
Ordination graphics Hilltop plots for multiple nonlinear overlays, kernel smoother contouring with optimized or user-controlled smoothing parameter, successional vectors overlay
Two-way Cluster Analysis
The purpose of our two-way clustering (also known as biclustering) is to graphically expose the relationship between cluster analyses and your individual data points. The resulting graph makes it easy to see similarities and differences between rows in the same group, rows in different groups, columns in the same group, and columns in different groups. You can see graphically how groups of rows and columns relate to each other. Two-way clustering refers to doing a cluster analysis on both the rows and columns of your matrix, followed by graphing the two dendrograms simultaneously, adjacent to a representation of your main matrix. Rows and columns of your main matrix are re-ordered to
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