Quote:In addition the symbol "4" is a known and common symbol of the time.
That's certainly true. But if the guy was clever enough to secret his writing for half a millennium, he would probably be clever enough, as part of this scheme, to mask his glyphs (or combinations thereof) under common symbols. In fact, very many Voynichese symbols are common for the time. Yet it is still a question whether, say,
n is a
single symbol of the
alphabet or a
sequence of two symbols of the
alphabet, or some
operator performed on the two elementary
operands, those two components being the
i and the tail.
This supposed common glyphs toomfoolery (if it's been intentional), however, would betray itself in hasty handwriting. I think that images posted by JKP above distinctly show that q is not simply a plain "4" shape, that it is decomposed into two distinct components at least merely graphically, whatever underlay is intended to be conveyed by that.
Quote:I think with the framework you describe it feels we will never know or be able to know the Voynich alphabet.
Well, I think that the only efficient approach to know it is to discover the encoding mechanism. In this approach, decomposition of a vord into symbols will be revealed after (and through) discovering that vord's meaning. Not through a single vord, of course, but through a sufficient set of interpreted vords. So this is kinda entering from the backyard.
If the text were a simple 1:1 mapping (with whatever alphabet), one might have come to the correct interpretation of the alphabet through normalizing statistical properties of the text (say, character entropies), but alas it just does not seem that. E.g. there is an exceedingly quaint feature of the gallows coverage, which simply goes beyond the "alphabet level".
Quote:A "4" is approximately a right-angled isosceles triangle where the lines of the two sides of the triangle adjacent to the right angle have been extended in the direction of the right angle by about half the length of the corresponding sides. So I think it can be treated like an abstract geometric shape.
Well of course it can, that is just what transcription does. It puts forward a proposed alphabet (of abstract shapes), then it parses through the text and for each piece of text it makes a decision which abstract shape it best corresponds to.
But in this we come back to what Rene asked - that is, to the essence of your question which is the title of the thread. Are we intersted in how it
could be transcribed or in how it
should be transcribed? There are several transcription alphabets for the Voynich. Which one is closer to the real one, though?
