Provide transliteration of Чебышёв.

Author: stephentyrone

Sources/ComplexModule/Complex+Numeric.swift

@@ -37,7 +37,8 @@ extension Complex: Numeric {
     self.init(real, 0)
   }
 
-  /// The infinity-norm of the value (a.k.a. "maximum norm" or "Чебышёв norm").
+  /// The infinity-norm of the value (a.k.a. "maximum norm" or "Чебышёв
+  /// [Chebyshev] norm").
   ///
   /// Equal to `max(abs(real), abs(imaginary))`.
   ///

Sources/ComplexModule/Documentation.docc/Complex.md

@@ -31,9 +31,9 @@ let im = w.imag       // .nan
 See <doc:Infinity> for more details.
 
 The ``magnitude`` property of a complex number is the infinity norm of the
-value (a.k.a. “maximum norm” or “Чебышёв norm”). To get the two norm (a.k.a
-"Euclidean norm"), use the ``length`` property. See <doc:Magnitude> for more
-details.
+value (a.k.a. “maximum norm” or “Чебышёв [Chebyshev] norm”). To get the two
+norm (a.k.a. "Euclidean norm"), use the ``length`` property. See
+<doc:Magnitude> for more details.
 
 ## Topics