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Judging by your website and the scattered information that occasionally reaches you, you've been trying to achieve something new in physics for over 20 years, relying on hypercomplex numbers.
In principle, exploratory research is a good thing, especially in our idea-poor times.
Especially since your journal contains many interesting articles exploring a wide variety of areas.

But you're particularly keen on associative-commutative algebras—polynumbers. Although they're clearly very inconvenient for geometry and physics.
Has your group managed to achieve anything significant in this area in almost a quarter of a century?!
Or are you still somewhere at the very beginning?

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