43 writes to M11
System.Numerics (43)
System\Numerics\Matrix4x4.cs (43)
139
this.
M11
= m11;
166
M11
= value.M11;
218
result.
M11
= xaxis.X;
300
result.
M11
= xaxis.X;
330
result.
M11
= 1.0f;
362
result.
M11
= 1.0f;
394
result.
M11
= xScale;
430
result.
M11
= xScale;
459
result.
M11
= scales.X;
493
result.
M11
= scales.X;
522
result.
M11
= scale;
556
result.
M11
= scale;
592
result.
M11
= 1.0f;
632
result.
M11
= 1.0f;
668
result.
M11
= c;
708
result.
M11
= c;
744
result.
M11
= c;
784
result.
M11
= c;
844
result.
M11
= xx + ca * (1.0f - xx);
891
result.
M11
= xScale;
928
result.
M11
= 2.0f * nearPlaneDistance / width;
967
result.
M11
= 2.0f * nearPlaneDistance / (right - left);
996
result.
M11
= 2.0f / width;
1026
result.
M11
= 2.0f / (right - left);
1058
result.
M11
= xaxis.X;
1093
result.
M11
= xaxis.X;
1133
result.
M11
= 1.0f - 2.0f * (yy + zz);
1185
result.
M11
= a * lightDirection.X + dot;
1227
result.
M11
= fa * a + 1.0f;
1431
result.
M11
= a11 * invDet;
1723
result.
M11
= value.M11 * q11 + value.M12 * q21 + value.M13 * q31;
1758
result.
M11
= matrix.M11;
1790
result.
M11
= matrix1.M11 + (matrix2.M11 - matrix1.M11) * amount;
1825
result.
M11
= -value.M11;
1855
result.
M11
= value1.M11 + value2.M11;
1885
result.
M11
= value1.M11 - value2.M11;
1916
result.
M11
= value1.M11 * value2.M11 + value1.M12 * value2.M21 + value1.M13 * value2.M31 + value1.M14 * value2.M41;
1952
result.
M11
= value1.M11 * value2;
1981
m.
M11
= -value.M11;
2011
m.
M11
= value1.M11 + value2.M11;
2041
m.
M11
= value1.M11 - value2.M11;
2072
m.
M11
= value1.M11 * value2.M11 + value1.M12 * value2.M21 + value1.M13 * value2.M31 + value1.M14 * value2.M41;
2108
m.
M11
= value1.M11 * value2;
62 references to M11
System.Numerics (62)
System\Numerics\Matrix4x4.cs (48)
106
return
M11
== 1f && M22 == 1f && M33 == 1f && M44 == 1f && // Check diagonal element first for early out.
1283
float a =
M11
, b = M12, c = M13, d = M14;
1401
float a = matrix.
M11
, b = matrix.M12, c = matrix.M13, d = matrix.M14;
1521
pVectorBasis[0] = (Vector3*)&matTemp.
M11
;
1525
*(pVectorBasis[0]) = new Vector3(matrix.
M11
, matrix.M12, matrix.M13);
1723
result.M11 = value.
M11
* q11 + value.M12 * q21 + value.M13 * q31;
1724
result.M12 = value.
M11
* q12 + value.M12 * q22 + value.M13 * q32;
1725
result.M13 = value.
M11
* q13 + value.M12 * q23 + value.M13 * q33;
1758
result.M11 = matrix.
M11
;
1790
result.M11 = matrix1.
M11
+ (matrix2.
M11
- matrix1.
M11
) * amount;
1825
result.M11 = -value.
M11
;
1855
result.M11 = value1.
M11
+ value2.
M11
;
1885
result.M11 = value1.
M11
- value2.
M11
;
1916
result.M11 = value1.
M11
* value2.
M11
+ value1.M12 * value2.M21 + value1.M13 * value2.M31 + value1.M14 * value2.M41;
1917
result.M12 = value1.
M11
* value2.M12 + value1.M12 * value2.M22 + value1.M13 * value2.M32 + value1.M14 * value2.M42;
1918
result.M13 = value1.
M11
* value2.M13 + value1.M12 * value2.M23 + value1.M13 * value2.M33 + value1.M14 * value2.M43;
1919
result.M14 = value1.
M11
* value2.M14 + value1.M12 * value2.M24 + value1.M13 * value2.M34 + value1.M14 * value2.M44;
1922
result.M21 = value1.M21 * value2.
M11
+ value1.M22 * value2.M21 + value1.M23 * value2.M31 + value1.M24 * value2.M41;
1928
result.M31 = value1.M31 * value2.
M11
+ value1.M32 * value2.M21 + value1.M33 * value2.M31 + value1.M34 * value2.M41;
1934
result.M41 = value1.M41 * value2.
M11
+ value1.M42 * value2.M21 + value1.M43 * value2.M31 + value1.M44 * value2.M41;
1952
result.M11 = value1.
M11
* value2;
1981
m.M11 = -value.
M11
;
2011
m.M11 = value1.
M11
+ value2.
M11
;
2041
m.M11 = value1.
M11
- value2.
M11
;
2072
m.M11 = value1.
M11
* value2.
M11
+ value1.M12 * value2.M21 + value1.M13 * value2.M31 + value1.M14 * value2.M41;
2073
m.M12 = value1.
M11
* value2.M12 + value1.M12 * value2.M22 + value1.M13 * value2.M32 + value1.M14 * value2.M42;
2074
m.M13 = value1.
M11
* value2.M13 + value1.M12 * value2.M23 + value1.M13 * value2.M33 + value1.M14 * value2.M43;
2075
m.M14 = value1.
M11
* value2.M14 + value1.M12 * value2.M24 + value1.M13 * value2.M34 + value1.M14 * value2.M44;
2078
m.M21 = value1.M21 * value2.
M11
+ value1.M22 * value2.M21 + value1.M23 * value2.M31 + value1.M24 * value2.M41;
2084
m.M31 = value1.M31 * value2.
M11
+ value1.M32 * value2.M21 + value1.M33 * value2.M31 + value1.M34 * value2.M41;
2090
m.M41 = value1.M41 * value2.
M11
+ value1.M42 * value2.M21 + value1.M43 * value2.M31 + value1.M44 * value2.M41;
2108
m.M11 = value1.
M11
* value2;
2135
return (value1.
M11
== value2.
M11
&& value1.M22 == value2.M22 && value1.M33 == value2.M33 && value1.M44 == value2.M44 && // Check diagonal element first for early out.
2150
return (value1.
M11
!= value2.
M11
|| value1.M12 != value2.M12 || value1.M13 != value2.M13 || value1.M14 != value2.M14 ||
2163
return (
M11
== other.
M11
&& M22 == other.M22 && M33 == other.M33 && M44 == other.M44 && // Check diagonal element first for early out.
2194
M11
.ToString(ci), M12.ToString(ci), M13.ToString(ci), M14.ToString(ci),
2206
return
M11
.GetHashCode() + M12.GetHashCode() + M13.GetHashCode() + M14.GetHashCode() +
System\Numerics\Plane.cs (1)
169
x * m.
M11
+ y * m.M12 + z * m.M13 + w * m.M14,
System\Numerics\Quaternion.cs (6)
221
float trace = matrix.
M11
+ matrix.M22 + matrix.M33;
236
if (matrix.
M11
>= matrix.M22 && matrix.
M11
>= matrix.M33)
238
float s = (float)Math.Sqrt(1.0f + matrix.
M11
- matrix.M22 - matrix.M33);
247
float s = (float)Math.Sqrt(1.0f + matrix.M22 - matrix.
M11
- matrix.M33);
256
float s = (float)Math.Sqrt(1.0f + matrix.M33 - matrix.
M11
- matrix.M22);
System\Numerics\Vector2.cs (2)
294
position.X * matrix.
M11
+ position.Y * matrix.M21 + matrix.M41,
322
normal.X * matrix.
M11
+ normal.Y * matrix.M21,
System\Numerics\Vector3.cs (2)
320
position.X * matrix.
M11
+ position.Y * matrix.M21 + position.Z * matrix.M31 + matrix.M41,
335
normal.X * matrix.
M11
+ normal.Y * matrix.M21 + normal.Z * matrix.M31,
System\Numerics\Vector4.cs (3)
291
position.X * matrix.
M11
+ position.Y * matrix.M21 + matrix.M41,
307
position.X * matrix.
M11
+ position.Y * matrix.M21 + position.Z * matrix.M31 + matrix.M41,
323
vector.X * matrix.
M11
+ vector.Y * matrix.M21 + vector.Z * matrix.M31 + vector.W * matrix.M41,