Proto-Slavic interpretation of Minoan Linear A tablet HT 13 (Haghia Triada) — another decipherment gone awry (Click on Tablet below to READ the original): Pavel Serafimov, Anton Perdih, in their Translation of the Linear A Tablet HT 13 from Crete (above) have made a valiant attempt to cross-correlate their contextual reading of Minoan Linear A tablet HT 13 (Haghia Triada) with Proto-Slavic. At first glance, at least some points of their decipherment seem more or less “accurate”. But the global decipherment swiftly crumbles into a morass of self-contradictions, severe ambiguities and mismatched cross-purposes. Like so many other philologists struggling to decipher Minoan Linear A, Serafimov and Perdih make the practically universal assumption, which I for one categorically reject as superfluous and spurious (at least for the time being), that if we are to succeed in deciphering Minoan Linear A at all, we must be in contact with an actual “known” proto-language upon which, as so many philologists insist, Linear A must be based, believing as they do that there is simply no way to escape this paradoxical box of it-must-be-this-proto-language-or-nothing-at-all approach. The fundamental universal problem inherent to this approach is that each and every one of these would-be decipherers has boxed himself into a proto-language which he assumes, in utter faith and sometimes rash confidence, must be the proto-language upon Minoan Linear A must be based, come hell or high water. Yet it is obvious to any truly professional historical linguist or philologist that it is impossible for all of the so-called proto-languages touted as the base of Minoan Linear A to be the right base for it, given that no two of these so-called proto-languages are alike, even if they are in the same class of ancient languages, for instance, Proto-European.
It just does not wash. Either only one of these philologists has got it right or none of them have it at all. I am of the firm conviction that none of them have it. Let us take a closer look at just a few of these unavailing attempts at deciphering Minoan Linear A: First, we have J. MacGillivary’s review of various attempts to decipher Minoan Linear A, a very worthwhile read: Then, on Jan Best’s “Decipherment” of Minoan Linear A, by Gary A. Rendsburg
Next, Breaking the Code: a first translation of the ‘lost’ language of Linear A, by Sam Connolly Linear A Decipherment: Translation of Minoan Inscriptions in Linear A, by Stuart L. Harris Finally, there is the truly bizarre cross-correlation of Minoan Linear A with an ancient Niger-Congo dialect, by C.J.K. Campbell-Dunn What is worse is that all of the aforementioned books make the preposterous claim that they have in fact deciphered Minoan Linear A, a claim which no professional philologist or historical linguistic, including myself, would ever dare make. The only case I can rationally make is for a partial decipherment at best of Minoan Linear A, a venture which I have myself undertaken, with mixed results. While some of the 134 terms in my Minoan Linear A Glossary are more than likely to be correct, others may be (though with a lesser degree of accuracy), while yet others are open to serious doubt. EXCEPTION! which leaves me with the sole exception of David W. Packard’s Minoan Linear A, which relies solely on computational linguistics to analyze Minoan Linear A, and which is a study I for one shall order personally online (if at all possible, since it was published way back in 1974) and which I shall be keeping a very close eye on with reference to my own cross-correlative retrogressive extrapolations of Minoan Linear A tablets from their latter-day Mycenaean Linear B counterparts, where these exist: And I quote: The very first work done on this was done by David W. Packard, the son of Hewlett-Packard (company) co-founder David Packard. He published a book on his work back in 1974 called Minoan Linear A and I highly recommend it. I tried reading it when I first got interested in Linear A and it was way over my head, so I took a few years to familiarize myself with the inscriptions, symbols and patterns and then went back to it. Much better! Ilse Schoep also relied heavily on his data in her dissertation on the Haghia Triada tablets and was able to provide some updates to the data which had occurred since Packard's time, though her dissertation was an overview of the Haghia Triada administration rather than a computational approach. by Kim Raymoure I have cited just a few of the many fruitless attempts at deciphering Minoan Linear A, but at least this cross-section gives us all a clear overview of this highly specialized field of research.