manipulate datasets encoded as 2-D matrices with annotation (first) row and (first) column
Class for importing and querying expression dataasets organized as a column- and row-annotated matrix.
Expression datasets contain the numeric results of one or more samples
derived from microarray assays. Common to each of the assays is the
specific platform (microarray). The dataset can be regarded as a table
with rows and columns. Each column represents a single assay, and each row
contains the assay results for a specific probe on the assay platform. Thus,
the values in any given row are those obtained from the same probe location
on the platform. These are referred to as
A dataset can be regarded as a table, such as this one:
|probe_id||HSC 1||HSC 2||NK 1||NK 2|
Expression datasets, with rare exception, are stored in text (i.e. flat) files that have the following format:
- two or more rows of data, delimited by ASCII newline (\x0a) characters. (Strictly speaking, there needen’t be any data at all, but what’s the point of that?)
- each line or row consists of two or more columns of data, delimited by ASCII TAB (\x09) characters.
- the first column contains the key or
probe ID, assumed to be alpha-numeric, or for the probe.
- the first row consists of labels identifying the probe ID and sample columns. This, too, is assumed to be alpha-numeric.
- the second through last rows contain expression values and, aside from the first column, which
contains the probe ID, are assumed to be floating point numbers. In microarray parlance,
each row is typically referred to as an
Some datasets may differ from this format. For instance, there may be no (first) row of labels,
or the data may be of some format other than floating point. Provision is made for handling these
arguably special cases. However, the default settings for instantiating
makes the foregoing assumptions about the contents of raw source data. It is further assumed that
the source dataset is encoded in ASCII strings, requiring the conversion of all numeric data
to float type objects.
Matricks selection operations generally return
Matricks objects. These can be iterated,
row-wise, much like lists or tuples, to access individual expression profiles, the contents of which
can be retrieved using list / tuple semantics.
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