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@@ -96,7 +96,7 @@ operation it acts as decimal numbers:
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x <- random_mic(10)
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x
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#> Class 'mic'
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#> Class <mic>
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#> [1] 16 1 8 8 64 >=128 0.0625 32 32 16
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is.factor(x)
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@@ -114,7 +114,7 @@ values, such "\>=" and "\<=", even when filtering using
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e.g.:
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x[x > 4]
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#> Class 'mic'
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#> Class <mic>
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#> [1] 16 8 8 64 >=128 32 32 16
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df <- data.frame(x, hospital = "A")
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@@ -187,14 +187,14 @@ MIC values. They return 'normal'
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``` r
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mic_data <- as.mic(c(">=32", "1.0", "1", "1.00", 8, "<=0.128", "8", "16", "16"))
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mic_data
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#> Class 'mic'
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#> Class <mic>
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#> [1] >=32 1 1 1 8 <=0.128 8 16 16
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is.mic(mic_data)
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#> [1] TRUE
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# this can also coerce combined MIC/SIR values:
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as.mic("<=0.002; S")
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#> Class 'mic'
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#> Class <mic>
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#> [1] <=0.002
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# mathematical processing treats MICs as, and returns, numeric values
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@@ -208,14 +208,14 @@ all(mic_data < 512)
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# rescale MICs using rescale_mic()
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rescale_mic(mic_data, mic_range = c(4, 16))
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#> Class 'mic'
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#> Class <mic>
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#> [1] >=16 <=4 <=4 <=4 8 <=4 8 >=16 >=16
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# round up to nearest log2 level, e.g. for CLSI breakpoint interpretation:
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c(1:8)
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#> [1] 1 2 3 4 5 6 7 8
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as.mic(c(1:8), round_to_next_log2 = TRUE)
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#> Class 'mic'
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#> Class <mic>
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#> [1] 1 2 4 4 8 8 8 8
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# interpret MIC values
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@@ -225,7 +225,7 @@ as.sir(
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ab = "AMX",
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guideline = "EUCAST"
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)
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#> Class 'sir'
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#> Class <sir>
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#> [1] R
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as.sir(
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x = as.mic(c(0.01, 2, 4, 8)),
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@@ -233,7 +233,7 @@ as.sir(
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ab = "AMX",
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guideline = "EUCAST"
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)
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#> Class 'sir'
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#> Class <sir>
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#> [1] S R R R
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# plot MIC values, see ?plot
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