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. 2017 Apr 7;15(2):141–146. doi: 10.1016/j.gpb.2017.01.005

Table 2.

Performance comparison of LIR identification in NT_022853 with different tools

Parameter Lirex IRF EMBOSS palindrome detectIR MATLAB palindrome
Setting Window size: 2000 bp
Minimum length: 30 bp
Seed size: 5 bp
T4 class
Maximum search distance: 74 bp T5 class
Maximum search distance: 493 bp T7 class
Maximum search distance: 10,000 bp
Maximum loop: 2000 bp
Maximum stem: 10,000 bp
For perfect LIRs minpallen: 30 bp maxpallen: 1000 bp gaplimit: 0
For imperfect LIRs minpallen: 30 bp maxpallen: 1000 bp gaplimit: 2 bp
For perfect LIRs minLen: 60 bp
maxLen: 2000 bp
For imperfect LIRs minLen: 60 bp maxLen: 2000 bp maxMismcNum: 6 bp
For perfect LIRs
Length: 60 bp
For imperfect LIRs
Length: 60 bp
Gap: 2 bp



Running time ∼9 h 1 min 14.2 min + 39.2 min 1.5 s + 13 s 2.9 s + 7.2 s



Number of perfect LIRs 28 7 8 19 7



Number of imperfect LIRs 1415 198 419 324 8



Total 1443 205 427 343 15

Note: The complete sequence of NT_022853.16 was examined for identification of LIRs using different tools. For detectIR and MATLAB palindrome, length refers to the sum of both stem size and loop size. LIR, long inverted repeat.