Update doc/specs/stdlib_stats_distribution_uniform.md

Co-authored-by: Jeremie Vandenplas <jeremie.vandenplas@gmail.com>
fortran-lang · jvdp1 · Oct 6, 2021 · Oct 18, 2020 · Dec 20, 2020 · Dec 20, 2020
commit 9bebab0f65cf66a92ec54da6ee5870d58f095b13
diff --git a/doc/specs/stdlib_stats_distribution_uniform.md b/doc/specs/stdlib_stats_distribution_uniform.md
@@ -73,7 +73,7 @@ Experimental
 
 Without augument the function returns a scalar standard uniformly distributed variate U(0,1) of `real` type with single precision on [0,1].
 
-With single augument `scale` of `integer` type the function returns a scalar uniformly distributed variate of `integer` type on [0,scale]. This is the standard Rectangular distribtuion. Function is elemental.
+With single augument `scale` of `integer` type the function returns a scalar uniformly distributed variate of `integer` type on [0,scale]. This is the standard Rectangular distribution.
 
 With single augument `scale` of `real` or `complex` type the function returns a scalar uniformly distributed variate of `real` or `complex` type on [0, scale]. The real part and imaginary part of a `complex` type are independent of each other. Function is elemental.
-With single augument `scale` of `real` or `complex` type the function returns a scalar uniformly distributed variate of `real` or `complex` type on [0, scale]. The real part and imaginary part of a `complex` type are independent of each other. Function is elemental.
+With single augument `scale` of `real` or `complex` type the function returns a scalar uniformly distributed variate of `real` or `complex` type on [0, scale]. The real part and imaginary part of a `complex` type are independent of each other.
-With single augument `scale` of `real` or `complex` type the function returns a scalar uniformly distributed variate of `real` or `complex` type on [0, scale]. The real part and imaginary part of a `complex` type are independent of each other. Function is elemental.
+With single augument `scale` of `real` or `complex` type the function returns a scalar uniformly distributed variate of `real` or `complex` type on [0, scale]. The real part and imaginary part of a `complex` type are independent of each other.