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Write log and atan2 as native hvm defs
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@ -226,3 +226,19 @@ A Natural Number can be written with literals with a `#` before the literal numb
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## IO
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IO Functions are in the **next milestone**!
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## Numeric operations
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### log
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```py
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def log(x: f24, base: f24) -> f24
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```
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Computes the logarithm of `x` with the specified `base`.
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### atan2
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```py
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def atan2(x: f24, y: f24) -> f24
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```
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Computes the arctangent of `y / x`.
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Has the same behaviour as `atan2f` in the C math lib.
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@ -95,7 +95,10 @@ print text = (IO/Call IO/MAGIC "PUT_TEXT" text @x (IO/Done IO/MAGIC x))
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#read_file path = (IO/Call IO/MAGIC "GET_FILE" path @x (IO/Done IO/MAGIC x))
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#write_file path text = (IO/Call IO/MAGIC "PUT_FILE" (path, text) @x (IO/Done IO/MAGIC x))
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# Returns a monotonically increasing nanosecond timestamp as an u48 encoded as a pair of u24s.
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get_time = (IO/Call IO/MAGIC "GET_TIME" * @x (IO/Done IO/MAGIC x))
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# Sleeps for the given number of nanoseconds, given by an u48 encoded as a pair of u24s.
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sleep hi_lo = (IO/Call IO/MAGIC "PUT_TIME" hi_lo @x (IO/Done IO/MAGIC x))
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@ -110,10 +113,16 @@ defer val = @x (x val)
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defer_arg defered arg = @x (defered x arg)
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undefer defered = (defered @x x)
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# log :: f24 -> f24 -> f24
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# Native numeric operations
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# log(x: f24, base: f24) -> f24
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# Computes the logarithm of `x` with the specified `base`.
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log x base = (| base x)
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# atan2 :: f24 -> f24 -> f24
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hvm log:
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(x ($([|] $(x ret)) ret))
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# atan2(x: f24, y: f24) -> f24
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# Has the same behaviour as `atan2f` in the C math lib.
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# Computes the arctangent of the quotient of its two arguments.
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atan2 x y = (& x y)
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hvm atan2:
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($([&] $(y ret)) (y ret))
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