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David's Blog

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David's Blog | geidav.wordpress.com Reviews

https://geidav.wordpress.com

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18 | November | 2014 | The Infinite Loop

https://geidav.wordpress.com/2014/11/18

Tales from a lean programmer. Daily Archives: November 18, 2014. November 18, 2014. Advanced Octrees 3: non-static Octrees. Welcome to the third part of the. Series. Make sure you’ve also read part one. That way a minimum amount of pointer information must be updated when a moving object transitions from one cell into another. The final extent of the world isn’t always known at the time the Octree is constructed. Consider a space game in which world entities can spawn at arbitrary locations, or...To shri...

2

21 | March | 2015 | The Infinite Loop

https://geidav.wordpress.com/2015/03/21

Tales from a lean programmer. Daily Archives: March 21, 2015. March 21, 2015. Splitting an arbitrary polygon by a line. In this post I present an algorithm for splitting an arbitrary,. By a line. My implementation is based on ideas from the article. Spatial Partitioning of a Polygon by a Plane. By George Vanecek, published in the book. A polygon by a line is very closely related to. Polygons is a lot easier than splitting. Coming up with a correct implementation for concave polygons is tricky, because th...

3

Splitting an arbitrary polygon by a line | The Infinite Loop

https://geidav.wordpress.com/2015/03/21/splitting-an-arbitrary-polygon-by-a-line

Tales from a lean programmer. Splitting an arbitrary polygon by a line. March 21, 2015. In this post I present an algorithm for splitting an arbitrary,. By a line. My implementation is based on ideas from the article. Spatial Partitioning of a Polygon by a Plane. By George Vanecek, published in the book. A polygon by a line is very closely related to. Polygons is a lot easier than splitting. Coming up with a correct implementation for concave polygons is tricky, because there are many corner cases that m...

4

21 | May | 2014 | The Infinite Loop

https://geidav.wordpress.com/2014/05/21

Tales from a lean programmer. Daily Archives: May 21, 2014. May 21, 2014. Slides for “Beyond the Limits – The Usage of C in the Demoscene”. C User Group Berlin. Meeting this May, Eivind Liland and I gave a talk about the usage of C in the demoscene. Below is the abstract of the talk. The slides can be found in the downloads. April 9, 2016. March 23, 2016. Important properties of spinlocks. March 12, 2016. Splitting an arbitrary polygon by a line. March 21, 2015. Advanced Octrees 3: non-static Octrees.

5

An overview of direct memory access | The Infinite Loop

https://geidav.wordpress.com/2014/04/27/an-overview-of-direct-memory-access

Tales from a lean programmer. An overview of direct memory access. April 27, 2014. DMA) is conceptually easy, but without experience in hardware design or driver development it can be cumbersome to understand. In this blog post I will explain what DMA is and how it evolved during the last decades. My goal is to make it comprehensible especially for people without experience in hardware design or driver development. Don’t mix up this technology with NVIDIA’s new. How DMA evolved over time. At that time the.

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SpeedCrunch: SpeedCrunch 0.11 released

http://speedcrunch.blogspot.com/2014/01/speedcrunch-011-released.html

Thursday, January 30, 2014. SpeedCrunch 0.11 released. It's not dead yet. It's now been over four years since the release of 0.11 alpha and it couldn't unfortunately have been any different. But today I'm finally able to offer you the minimum feature set and quality that you've been waiting for. Will be ignored and highlighted differently. Finally, bot comma and dot are now accepted as radix characters. Check the complete closed list of. Would like to help the project? January 30, 2014 at 10:38 AM. It fe...

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网站建设 域名注册 虚拟主机 IDC. 策划的鬼魅 有势借势 无势造势 蓄势待发. 版权所有 给道科技 http:/ www.geidao.cn. 24小时免费热线 400-007-1727 座机电话 010-57157828 传真机号 010-88148076. 地址 北京市海淀区阜成路115号丰裕写字楼A座一层 邮编 100142. 2011-2015 GEIDAO.All right reserved 备案序号: 京ICP备09065358号-4.

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David's Blog

March 21, 2015. Data structures and algorithms. Splitting an arbitrary polygon by a line. In this post I present an algorithm for splitting an arbitrary,. By a line. My implementation is based on ideas from the article. Spatial Partitioning of a Polygon by a Plane. By George Vanecek, published in the book. A polygon by a line is very closely related to. Polygons is a lot easier than splitting. Coming up with a correct implementation for concave polygons is tricky, because there are many corner cases that...

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