| Abs(T a) (defined in Loyc.Math.IOrdered< T >) | Loyc.Math.IOrdered< T > |  | 
  | Add(T a, T b) (defined in Loyc.Math.IAdditionGroup< T >) | Loyc.Math.IAdditionGroup< T > |  | 
  | Add(T a, T b, T c) (defined in Loyc.Math.IAdditionGroup< T >) | Loyc.Math.IAdditionGroup< T > |  | 
  | AddOne(T a) | Loyc.Math.IIncrementer< T > |  | 
  | Ceiling(T value) | Loyc.Math.INumTraits< T > |  | 
  | Clip(uint t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | Clip(int t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | Clip(ulong t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | Clip(long t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | Clip(double t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | Div(T a, T b) (defined in Loyc.Math.IMultiplicationGroup< T >) | Loyc.Math.IMultiplicationGroup< T > |  | 
  | Epsilon | Loyc.Math.INumTraits< T > |  | 
  | Floor(T value) | Loyc.Math.INumTraits< T > |  | 
  | From(uint t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | From(int t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | From(ulong t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | From(long t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | From(double t) (defined in Loyc.Math.IConvertTo< T >) | Loyc.Math.IConvertTo< T > |  | 
  | IsFloatingPoint | Loyc.Math.INumTraits< T > |  | 
  | IsInfinity(T value) | Loyc.Math.INumTraits< T > |  | 
  | IsInteger | Loyc.Math.INumTraits< T > |  | 
  | IsLess(T a, T b) (defined in Loyc.Math.IOrdered< T >) | Loyc.Math.IOrdered< T > |  | 
  | IsLessOrEqual(T a, T b) (defined in Loyc.Math.IOrdered< T >) | Loyc.Math.IOrdered< T > |  | 
  | IsNaN(T value) | Loyc.Math.INumTraits< T > |  | 
  | IsOrdered | Loyc.Math.INumTraits< T > |  | 
  | IsSigned | Loyc.Math.INumTraits< T > |  | 
  | Max(T a, T b) (defined in Loyc.Math.IOrdered< T >) | Loyc.Math.IOrdered< T > |  | 
  | MaxInt | Loyc.Math.INumTraits< T > |  | 
  | MaxIntPowerOf2 | Loyc.Math.INumTraits< T > |  | 
  | MaxValue | Loyc.Math.INumTraits< T > |  | 
  | Min(T a, T b) (defined in Loyc.Math.IOrdered< T >) | Loyc.Math.IOrdered< T > |  | 
  | MinInt | Loyc.Math.INumTraits< T > |  | 
  | MinValue | Loyc.Math.INumTraits< T > |  | 
  | Mul(T a, T b) (defined in Loyc.Math.IMultiply< T >) | Loyc.Math.IMultiply< T > |  | 
  | MulDiv(T a, T mulBy, T divBy) (defined in Loyc.Math.IMultiplicationGroup< T >) | Loyc.Math.IMultiplicationGroup< T > |  | 
  | NaN | Loyc.Math.INumTraits< T > |  | 
  | Negate(T a) (defined in Loyc.Math.ISignedMath< T >) | Loyc.Math.ISignedMath< T > |  | 
  | NegativeInfinity | Loyc.Math.INumTraits< T > |  | 
  | NextHigher(T a) | Loyc.Math.IIncrementer< T > |  | 
  | NextLower(T a) | Loyc.Math.IIncrementer< T > |  | 
  | One | Loyc.Math.IOneProvider< T > |  | 
  | PositiveInfinity | Loyc.Math.INumTraits< T > |  | 
  | Reciprocal(T a) (defined in Loyc.Math.IRationalMath< T >) | Loyc.Math.IRationalMath< T > |  | 
  | Shl(T a, int amount) (defined in Loyc.Math.IMultiplicationGroup< T >) | Loyc.Math.IMultiplicationGroup< T > |  | 
  | Shr(T a, int amount) (defined in Loyc.Math.IMultiplicationGroup< T >) | Loyc.Math.IMultiplicationGroup< T > |  | 
  | SignificantBits | Loyc.Math.INumTraits< T > |  | 
  | Sqrt(T a) (defined in Loyc.Math.IHasRoot< T >) | Loyc.Math.IHasRoot< T > |  | 
  | Square(T a) (defined in Loyc.Math.IHasRoot< T >) | Loyc.Math.IHasRoot< T > |  | 
  | Sub(T a, T b) (defined in Loyc.Math.IAdditionGroup< T >) | Loyc.Math.IAdditionGroup< T > |  | 
  | SubOne(T a) | Loyc.Math.IIncrementer< T > |  | 
  | Zero | Loyc.Math.IZeroProvider< T > |  |