… and Tissot’s indicatrix:
Experimental projections
Re: Experimental projections
I like it! It pushes distortion into north and south Pacific and central Atlantic.
My guess is a Wagner + Guyou?
I’ve done a lot of these over the years, but I think yours is a little more successful than mine. Mostly I was going for novelty, such as the britches projection:

— daan
My guess is a Wagner + Guyou?
I’ve done a lot of these over the years, but I think yours is a little more successful than mine. Mostly I was going for novelty, such as the britches projection:

— daan
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Re: Experimental projections
Yes, I was really surprised how well it turned out. (New Zealanders might like very much!daan wrote:I like it! It pushes distortion into north and south Pacific and central Atlantic.

Exactly! Guyou and Wagner VII to be precise (with P = 0.6 in favor of Wagner). I was curious to find out how a blend of a conformal and an equivalent projection might look.daan wrote: My guess is a Wagner + Guyou?
That one surely looks very unusual!daan wrote:Mostly I was going for novelty, such as the britches projection

One of the blended projections is easy, Sinu-Mollweide. The other one’s gotta be a cylindrical projection with heavy areal distortion – Web Maps Mercator, maybe?
Did you ever try to sell this to a jeans manufacturer as emblem for a marketing campaign?
Re: Experimental projections
Not a bad guess, although an unbounded projection wouldn’t work here. It’s Adams World in a Square I.Atarimaster wrote:One of the blended projections is easy, Sinu-Mollweide. The other one’s gotta be a cylindrical projection with heavy areal distortion – Web Maps Mercator, maybe
Sadly, my dreams of parlaying this projection into a retirement bonanza have been dashed by the puzzling unresponsiveness of my industry contacts.Did you ever try to sell this to a jeans manufacturer as emblem for a marketing campaign?

— daan
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Re: Experimental projections
Hi all!
Talking about experiments... what do you think about this one? It's the merge (as usual... graphic work...) of four conformal conic projection. It's a similar arrangment to the Cahill-Keyes one but it's conformal (more or less... I cannot guarantee since I used graphic manipulation...) and the area error on land masses is very low! Even lower than my "bat" projection (or Cahill conformal map). Compared to that this one have north pole splitted but south pole in just one right-size piece!
Sorry for the low resolution but it's the maximum wide to upload image directly here...
Luca
Talking about experiments... what do you think about this one? It's the merge (as usual... graphic work...) of four conformal conic projection. It's a similar arrangment to the Cahill-Keyes one but it's conformal (more or less... I cannot guarantee since I used graphic manipulation...) and the area error on land masses is very low! Even lower than my "bat" projection (or Cahill conformal map). Compared to that this one have north pole splitted but south pole in just one right-size piece!
Sorry for the low resolution but it's the maximum wide to upload image directly here...
Luca
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Re: Experimental projections
Looks very nice, great work!Luca_bat_map wrote: Talking about experiments... what do you think about this one?
Personally, I’d probably prefer to use the variant without the repeated (darker) parts of the map.
(Although I did ask for supporting repetitions in Geocart a while back, I usually prefer maps that don’t repeat certain portions.)
Kind regards,
Tobias
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Re: Experimental projections
Yeah me too, that's why I still like more the maps where northern emisphere is kept in one piece: it's the only way to keep Eurasia united without heavily affecting the overall symmetry (more or less)... Thanks for the appreciation!Atarimaster wrote:Luca_bat_map wrote: Personally, I’d probably prefer to use the variant without the repeated (darker) parts of the map.
s
Re: Experimental projections
Another experimental projection has been brought up in https://mapthematics.com/forums/viewtop ... 2215#p2215 . It involves taking the center hemisphere in the transverse Dietrich-Kitada projection, then doing Longitude Mix by a factor of 0.5 then stretching horizontally by a factor of 2. It has been noted that the middle part of the projection resembles a cylindrical projection.


Re: Experimental projections
The rectangular experimental map projection

Another map thing


Another map thing

Re: Experimental projections
Making Azimuthal Equidistant into a Longitude Mix by a factor of 2 (not 0.5) and then stretching horizontally by 0.5 (not 2), the result is a hemispheric map.

