Precision and Recall Confusion matrix
No. A confusion matrix is by definition a tabulation of real classes and predicted classes per subject. I've seen relative counts but they are not standard.

According to Wikipedia:


  Each row of the matrix represents the instances in a predicted class while each column represents the instances in an actual class (or vice versa).


The matrices listed above don't do that, so they are not confusion matrices. I'm not familiar with this format, and I don't think it is an academic standard. I'm not really sure how to interpet them, in that sense they are confusing matrices.

PS: You can obtain precision and recall from a confusion matrix.