Update dependencies.

Cargo.toml

@@ -2,7 +2,7 @@
 name = "miniball"
 description = "Minimum enclosing ball"
 authors = ["Rouven Spreckels <rs@qu1x.dev>"]
-version = "0.1.1"
+version = "0.2.0"
 edition = "2021"
 documentation = "https://docs.rs/miniball"
 repository = "https://github.com/qu1x/miniball"
@@ -32,8 +32,8 @@ include = [
 
 [dependencies]
 arrayvec = "0.7.2"
-nalgebra = { version = "0.31.0", features = ["rand"] }
-stacker = "0.1.14"
+nalgebra = { version = "0.32.2", features = ["rand"] }
+stacker = "0.1.15"
 
 [profile.test]
 opt-level = 2

RELEASES.md

@@ -1,3 +1,7 @@
+# Version 0.2.0 (2023-04-01)
+
+  * Update dependencies.
+
 # Version 0.1.1 (2022-05-06)
 
   * Add more tests.

src/ball.rs

@@ -22,33 +22,31 @@ impl<R: RealField, const D: usize> Enclosing<R, D> for Ball<R, D> {
 		distance_squared(&self.center, point) <= self.radius_squared
 	}
 	fn with_bounds(bounds: &[Point<R, D>]) -> Option<Self> {
-		let length = (1..=D + 1)
-			.contains(&bounds.len())
-			.then(|| bounds.len() - 1)?;
+		let length = bounds.len().checked_sub(1).filter(|&length| length <= D)?;
 		let points = SMatrix::<R, D, D>::from_fn(|row, column| {
 			if column < length {
 				bounds[column + 1].coords[row].clone() - bounds[0].coords[row].clone()
 			} else {
 				R::zero()
 			}
 		});
-		let points = points.slice((0, 0), (D, length));
+		let points = points.view((0, 0), (D, length));
 		let matrix = SMatrix::<R, D, D>::from_fn(|row, column| {
 			if row < length && column < length {
 				points.column(row).dot(&points.column(column)) * (R::one() + R::one())
 			} else {
 				R::zero()
 			}
 		});
-		let matrix = matrix.slice((0, 0), (length, length));
+		let matrix = matrix.view((0, 0), (length, length));
 		let vector = SVector::<R, D>::from_fn(|row, _column| {
 			if row < length {
 				points.column(row).norm_squared()
 			} else {
 				R::zero()
 			}
 		});
-		let vector = vector.slice((0, 0), (length, 1));
+		let vector = vector.view((0, 0), (length, 1));
 		matrix.try_inverse().map(|matrix| {
 			let vector = matrix * vector;
 			let mut center = SVector::<R, D>::zeros();