This page is my personal collection of highlights from GDC 2014. I was not able to attend in person, so I had to rely on Twitter to get updated. The immersion was not perfect, but some of the thrill was definitely carried over. So here it goes (in release order): Continue reading
So out of a whim I just embarrassed myself and tried to write in (probably wrong) latin that I joined twitter. You can follow me under: @aries_code.
If you wonder how this came about, this was my train of thought:
- Twitter has something to do with birds
- Birds have fancy latin species names
- The species name for Sparrow is Spasser domesticus
- This doesn’t sound too fancy …
- How do you say ‘I joined twitter’ in latin anyway?
But then I discovered that I am onto something: According to one argument, the brand name of Twitter should have been ‘Titiatio’, had it existed in antiquity. And according to another argument, latin should be an ideal twitter language, because it is both short and expressive.
But I digress. If you are into computer graphics, then you know of Johann Heinrich Lambert, the eponym of our beloved Lambertian refelectance law. The book where he established this law, Photometria, is written entirely in latin—now this is hardcore!
So, now you know what to do if you want to stand out in your next SIGGRAPH paper …
I vaguely remember someone making a comment in a discussion about sRGB, that ran along the lines of
So then, is sRGB like µ-law encoding?
This comment was not about the color space itself but about the specific pixel formats nowadays branded as ‘sRGB’. In this case, the answer should be yes. And while the technical details are not exactly the same, that analogy with the µ-law very much nails it.
When you think of sRGB pixel formats as nothing but a special encoding, it becomes clear that using such a format does not make you automatically “very picky of color reproduction”. This assumption was used by hardware vendors to rationalize the decision to limit the support of sRGB pixel formats to 8-bit precision, because people “would never want” to have sRGB support for anything less. Not true!I’m going to make a case for this later. But first things first.
Spellforce 2 was released in 2006 and will be 8 years old by april. Nevertheless, the third add-on of the series shipped a month ago. Talk about a long seller!
Of course I’m attached to SF2 because I wrote many parts of its engine back then. This time I was briefly involved to help the developers include my attribute-less normal map algorithm. The original SF2 did not have any normal maps, and therefore none of the original art assets comes with tangent space information. This is an ideal scenario to pimp up the visuals without touching the geometry, simply by making a shader change and adding normal maps. Continue reading
EDIT 2019: I have converted the original slides to PDF format and also made minor corrections. See this post for details. The download is at the end of this page.
I was kindly invited by Wolfgang from Confetti FX to speak at the FMX 2013 conference about physically based shading (within the scope of the Real Time Rendering day). Since I remembered the FMX as a conference for visual arts, I made the presentation intentionally non-technical, for fear of alienating the listeners. In retrospect, my guess was a bit too conservative, as there were quite a number of programmers in the audience.
Nevertheless, here are the slides for download (with all notes included). The Keynote format is the original and the Powerpoint format was exported from that and is a little broken, so you should use the Keynote version if you can read it.
This post is a follow-up to my 2006 ShaderX5 article  about normal mapping without a pre-computed tangent basis. In the time since then I have refined this technique with lessons learned in real life. For those unfamiliar with the topic, the motivation was to construct the tangent frame on the fly in the pixel shader, which ironically is the exact opposite of the motivation from :
Since it is not 1997 anymore, doing the tangent space on-the-fly has some potential benefits, such as reduced complexity of asset tools, per-vertex bandwidth and storage, attribute interpolators, transform work for skinned meshes and last but not least, the possibility to apply normal maps to any procedurally generated texture coordinates or non-linear deformations. Continue reading
I just got news that Velvet Assassin has been ported over to the Mac and is available on the App Store! However, I was not at all involved in the Mac port and I don’t know the developers who did—it came as a surprise to me as to anyone else in the former team. Here is a direct iTunes link: http://itunes.apple.com/app/id586878367.
Shader Bug on ATI graphic cards
Unfortunately there is a shader bug with ATI graphics chips. It happened to me while trying it out on a 2011 iMac with an ATI Radeon HD 5670. I got reports from friends that this is not a problem of the Mac port itself but it happens on PC too. The problem is related to ATI chips with drivers that are newer than 2010 or so. Here is a screenshot:
Kurt has taken steps to revive FlipCode.
Flipcode was a place to discuss gamedev + algorithms with a unique flair and an outstanding audience, something IMHO gamedev.net never matched. I, too, was a regular visitor, poster, and also contributed the odd article and an IOTD. Terrain engines bordering on 100k polys without HW T&< will be forever in the past, but the spirit will live on.
(EDIT: This article is a more in-depth writeup of an algorithm that I developed around 2005, and first posted to Martin Baker’s Euclidean Space website. That time was the height of the Intel NetBurst architecture, which was notorious for its deep pipeline and high branch misprediction penalty. Hence the motivation to develop a branch-free matrix to quaternion conversion routine. What follows is the complete derivation and analysis of this idea.)
The original routine to convert a matrix to a quaternion was given by Ken Shoemake  and is very branchy. There is a way to eliminate these branches and arrive at a completely branch-free and highly parallelizable code. The trade off is the introduction of 3 additional square roots. Jump to the analysis section and the end of this article, or continue fist with the math bits.