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Code:
There are many on-line references about transformation matrices, one such reference
is <a href="http://enphilistor.50megs.com/matrix.htm">The POV-RAY Matrix Page</a>

This link in File Format 1.0.2 is broken. Anyone have a suitable replacement?
(2020-06-14, 22:23)Orion Pobursky Wrote: [ -> ]
Code:
There are many on-line references about transformation matrices, one such reference
is <a href="http://enphilistor.50megs.com/matrix.htm">The POV-RAY Matrix Page</a>

This link in File Format 1.0.2 is broken. Anyone have a suitable replacement?

By the far the most helpful resource I have found (albeit in Google-translated French) is:

https://jc-tchang.philohome.com/manuel/L...htm#Orient

together with the relevant sections of:

https://jc-tchang.philohome.com/manuel/prim_def.htm
(2020-06-14, 22:23)Orion Pobursky Wrote: [ -> ]
Code:
There are many on-line references about transformation matrices, one such reference
is <a href="http://enphilistor.50megs.com/matrix.htm">The POV-RAY Matrix Page</a>

This link in File Format 1.0.2 is broken. Anyone have a suitable replacement?

I strongly suspect that this is an archive copy of the page we linked to before:

https://www.oocities.org/evilsnack/matrix.htm

Having said that, it's probably not a great idea to link to the above. What about the following one?

https://www.migenius.com/articles/3d-tra...1-matrices
(2020-06-15, 1:29)Travis Cobbs Wrote: [ -> ]I strongly suspect that this is an archive copy of the page we linked to before:

https://www.oocities.org/evilsnack/matrix.htm

I found that one and thought the same thing

(2020-06-15, 1:29)Travis Cobbs Wrote: [ -> ]Having said that, it's probably not a great idea to link to the above. What about the following one?

https://www.migenius.com/articles/3d-tra...1-matrices

That's a good one. I'll use that.