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docs
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0acada74
Commit
0acada74
authored
Mar 25, 2015
by
Julius Volz
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Merge pull request #54 from fabxc/fabxc/logexp
Add documentation for exp, ln, log2, and log10 functions.
parents
b9d86c73
40053901
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content/docs/querying/functions.md
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0acada74
...
@@ -81,6 +81,14 @@ cpu_temp_celsius{host="zeus"} + deriv(cpu_temp_celsius{host="zeus"}[1h]) * 5 * 6
...
@@ -81,6 +81,14 @@ cpu_temp_celsius{host="zeus"} + deriv(cpu_temp_celsius{host="zeus"}[1h]) * 5 * 6
`drop_common_labels(instant-vector)`
drops all labels that have the same name
`drop_common_labels(instant-vector)`
drops all labels that have the same name
and value across all series in the input vector.
and value across all series in the input vector.
## `exp()`
`exp(v instant-vector)`
calculates the exponential function for all elements in
`v`
.
Special cases are:
*
`Exp(+Inf) = +Inf`
*
`Exp(NaN) = NaN`
## `floor()`
## `floor()`
`floor(v instant-vector)`
rounds the sample values of all elements in
`v`
down
`floor(v instant-vector)`
rounds the sample values of all elements in
`v`
down
...
@@ -134,6 +142,26 @@ for quantiles located in the lowest bucket.
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@@ -134,6 +142,26 @@ for quantiles located in the lowest bucket.
If
`b`
contains fewer than two buckets,
`NaN`
is returned. For φ < 0,
`-Inf`
is
If
`b`
contains fewer than two buckets,
`NaN`
is returned. For φ < 0,
`-Inf`
is
returned. For φ > 1,
`+Inf`
is returned.
returned. For φ > 1,
`+Inf`
is returned.
## `ln()`
`ln(v instant-vector)`
calculates the natural logarithm for all elements in
`v`
.
Special cases are:
*
`ln(+Inf) = +Inf`
*
`ln(0) = -Inf`
*
`ln(x < 0) = NaN`
*
`ln(NaN) = NaN`
## `log2()`
`log2(v instant-vector)`
calculates the binary logarithm for all elements in
`v`
.
The special cases are equivalent to those in
`ln`
.
## `log10()`
`log10(v instant-vector)`
calculates the decimal logarithm for all elements in
`v`
.
The special cases are equivalent to those in
`ln`
.
## `rate()`
## `rate()`
`rate(v range-vector)`
calculate the per-second average rate of increase of the
`rate(v range-vector)`
calculate the per-second average rate of increase of the
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