Back to class index| #define DOT2 | | #define DOT3 | | #define ABSDOT3 | | #define DOT3_xyz | | #define DOT3STRIDED | | #define DOT4 | | #define DOT4STRIDED | | #define DOT4POS | | #define DOT4POS_xyz | | #define DOT4DIR | | #define DOT4DIR_xyz | | #define MATH_SKIP_WORD | | #define MATH_NEXT_WORD_IS |  DegToRad(degrees) (+1 overload) | | RadToDeg(radians) (+1 overload) | | Sin(angleRadians) | | Cos(angleRadians) | | Tan(angleRadians) | | SinCos(...) | | SinCos2(...) | | SinCos3(...) | | SinCos4(...) | | Asin(x) | | Acos(x) | | Atan(x) | | Atan2(y,x) | | Sinh(x) | | Cosh(x) | | Tanh(x) | | IsPow2(number) (+3 overloads) | | RoundUpPow2(number) (+3 overloads) | | RoundDownPow2(number) (+3 overloads) | | RoundIntUpToMultipleOfPow2(x,n) (+1 overload) | | PowInt(base,exponent) | | Pow(base,exponent) | | Exp(exponent) | | Log(base,value) | | Log2(value) | | Ln(value) | | Log10(value) | | Ceil(f) | | CeilInt(f) | | Floor(f) | | FloorInt(f) | | Round(f) | | RoundInt(f) | | Sign(f) | | SignOrZero(f,epsilon) | | Lerp(a,b,t) | | LerpMod(a,b,mod,t) | | InvLerp(a,b,x) | | Step(y,x) | | SmoothStep(min,max,x) | | PingPongMod(x,mod) | | Mod(x,mod) (+1 overload) | | ModPos(x,mod) (+1 overload) | | Frac(x) | | Sqrt(x) | | SqrtFast(x) | | RSqrt(x) | | RSqrtFast(x) | | Recip(x) | | RecipFast(x) | | Factorial(n) | | CombinatorialRec(n,k) | | CombinatorialTab(n,k) | | Clamp(val,floor,ceil) | | Clamp01(val) | | Min(a,b) | | Max(a,b) (+1 overload) | | Min(a,b,c) (+1 overload) | | Max(a,b,c) | | Min(a,b,c,d) | | Max(a,b,c,d) | | Swap(a,b) | | GreaterThan(a,b) | | LessThan(a,b) | | Abs(a) (+1 overload) | | Equal(a,b) (+3 overloads) | | EqualAbs(a,b,epsilon) | | RelativeError(a,b) | | EqualRel(a,b,maxRelError) | | EqualUlps(a,b,maxUlps) | | IsFinite() | | IsFinite< float >(f) | | IsFinite< double >(d) | | IsNan(f) (+1 overload) | | IsInf(f) (+1 overload) | | IsFinite< long double >(value) | | IsInf(value) | | IsNan(value) | | SerializeFloat(f,dstStr) | | DeserializeFloat(str,outEndStr) | | DeserializeDouble(str,outEndStr) |
| DOT3STRIDEDSyntax#define DOT3STRIDED(v1,v2,stride) ((v1)[0] * (v2)[0] + (v1)[1] * (v2)[stride] + (v1)[2] * (v2)[2*stride]) [1 line of code]Computes the dot product of two 3D vectors, but with the elements of the second vector being scattered noncontiguous in memory. Parametersv1v2stride See Also DOT3(), ABSDOT3(), DOT3_xyz(), DOT4STRIDED(). |
MathFunc.h[File Summary]