Vortice.Mathematics 2.0.0
Vortice.Mathematics
Vortice.Mathematics is a high-performance cross platform .NET 9 and .NET 10 math library.
Sponsors
Please consider becoming a SPONSOR to further help development and to allow faster issue triaging and new features to be implemented. NOTE: any feature request would require a sponsor in order to allow faster implementation and allow this project to continue.
Credits
Library development, contributions and bugfixes by:
- Amer Koleci
Insipration, ideas and code has been based on:
Showing the top 20 packages that depend on Vortice.Mathematics.
| Packages | Downloads |
|---|---|
|
Vortice.Direct2D1
Direct2D1 bindings.
|
42 |
|
Vortice.Direct2D1
Direct2D1 bindings.
|
43 |
|
Vortice.Direct2D1
Direct2D1 bindings.
|
48 |
|
Vortice.DirectComposition
DirectComposition bindings.
|
42 |
|
Vortice.DirectComposition
DirectComposition bindings.
|
43 |
|
Vortice.DirectComposition
DirectComposition bindings.
|
47 |
|
Vortice.DirectComposition
DirectComposition bindings.
|
48 |
|
Vortice.DirectX
Core DirectX library.
|
40 |
|
Vortice.DirectX
Core DirectX library.
|
42 |
|
Vortice.DirectX
Core DirectX library.
|
44 |
|
Vortice.DXGI
A .NET bindings for DXGI
|
41 |
|
Vortice.DXGI
A .NET bindings for DXGI
|
42 |
|
Vortice.DXGI
A .NET bindings for DXGI
|
43 |
|
Vortice.DXGI
A .NET bindings for DXGI
|
48 |
.NET 9.0
- No dependencies.
.NET 9.0
- No dependencies.
.NET 10.0
- No dependencies.
.NET 10.0
- No dependencies.
| Version | Downloads | Last updated |
|---|---|---|
| 2.0.0 | 28 | 12/01/2025 |
| 1.9.3 | 32 | 03/16/2025 |
| 1.9.2 | 30 | 03/06/2025 |
| 1.9.1 | 33 | 03/06/2025 |
| 1.9.0 | 30 | 03/06/2025 |
| 1.8.0 | 35 | 03/06/2025 |
| 1.7.8 | 29 | 03/06/2025 |
| 1.7.7 | 28 | 03/06/2025 |
| 1.7.6 | 33 | 03/06/2025 |
| 1.7.5 | 28 | 03/06/2025 |
| 1.7.4 | 30 | 03/06/2025 |
| 1.7.3 | 29 | 03/06/2025 |
| 1.7.2 | 34 | 03/06/2025 |
| 1.7.1 | 32 | 03/06/2025 |
| 1.7.0 | 29 | 03/06/2025 |
| 1.6.2 | 28 | 03/06/2025 |
| 1.6.1 | 27 | 03/06/2025 |
| 1.5.3 | 31 | 03/06/2025 |
| 1.5.2 | 26 | 03/06/2025 |
| 1.5.1 | 33 | 03/06/2025 |
| 1.4.26 | 29 | 02/06/2025 |
| 1.4.25 | 26 | 02/11/2025 |
| 1.4.22 | 27 | 03/06/2025 |
| 1.4.21 | 29 | 03/06/2025 |
| 1.4.19 | 25 | 03/06/2025 |
| 1.4.18 | 42 | 03/06/2025 |
| 1.4.17 | 28 | 03/06/2025 |
| 1.4.16 | 31 | 03/06/2025 |
| 1.4.15 | 34 | 03/06/2025 |
| 1.4.14 | 29 | 03/06/2025 |
| 1.4.13 | 24 | 03/06/2025 |
| 1.4.12 | 25 | 03/06/2025 |
| 1.4.11 | 27 | 03/06/2025 |
| 1.4.10 | 27 | 03/06/2025 |
| 1.4.9 | 26 | 03/06/2025 |
| 1.4.8 | 31 | 03/06/2025 |
| 1.4.7 | 26 | 03/06/2025 |
| 1.4.6 | 29 | 04/04/2025 |
| 1.4.4 | 27 | 03/06/2025 |
| 1.4.3 | 30 | 03/06/2025 |
| 1.4.2 | 25 | 03/06/2025 |
| 1.4.1 | 28 | 03/06/2025 |
| 1.4.0 | 30 | 03/06/2025 |
| 1.3.28 | 30 | 02/11/2025 |
| 1.3.27 | 26 | 02/11/2025 |
| 1.3.26 | 26 | 02/11/2025 |
| 1.3.25 | 33 | 02/11/2025 |
| 1.3.24 | 35 | 02/11/2025 |
| 1.3.23 | 28 | 03/06/2025 |
| 1.3.22 | 25 | 03/06/2025 |
| 1.3.21 | 29 | 03/06/2025 |
| 1.3.20 | 27 | 02/11/2025 |
| 1.3.18 | 25 | 03/06/2025 |
| 1.3.14 | 30 | 03/06/2025 |
| 1.3.13 | 36 | 03/06/2025 |
| 1.3.10 | 29 | 03/06/2025 |
| 1.3.9 | 35 | 03/06/2025 |
| 1.3.8 | 28 | 03/06/2025 |
| 1.3.6 | 31 | 03/06/2025 |
| 1.3.5 | 28 | 03/06/2025 |
| 1.3.4 | 28 | 03/06/2025 |
| 1.3.3 | 29 | 03/06/2025 |
| 1.3.2 | 28 | 03/06/2025 |
| 1.3.1 | 30 | 03/06/2025 |
| 1.2.9 | 32 | 03/06/2025 |
| 1.2.8 | 31 | 03/06/2025 |
| 1.2.7 | 30 | 03/06/2025 |
| 1.2.6 | 34 | 03/06/2025 |
| 1.2.5 | 36 | 03/06/2025 |
| 1.2.4 | 27 | 03/06/2025 |
| 1.2.3 | 30 | 03/06/2025 |
| 1.2.2 | 29 | 03/06/2025 |
| 1.2.1 | 31 | 03/06/2025 |
| 1.2.0 | 32 | 03/06/2025 |
| 1.1.0 | 29 | 03/06/2025 |
| 1.0.0 | 26 | 03/06/2025 |