Minoan Linear A, Linear B, Knossos & Mycenae now ranked on first page of Google search on “minoan linear a mycenaean linear b”
Even though the official name of our research site was not even changed from Linear B, Knossos & Mycenae to Minoan Linear A, Linear B, Knossos & Mycenae until June 2016, and in spite of the fact that we had never conducted any really serious research into Minoan Linear A and any potential for its partial decipherment prior to May 2106, our premier research site into the three major ancient Linear scripts, Minoan Linear A, Mycenaean Linear B & Arcado-Cypriot Linear, all of which I am on deeply familiar terms with, has risen from virtually no presence in cross-disciplinary studies of Minoan Linear A and Mycenaean Linear B in tandem prior to May 2016, to the eighth position the first page of this Google search on Sept. 1 2016. But if you eliminate the hits which deal with either Linear A or Linear B exclusively (i.e. alone) = Boolean or exclusive, our rank jumps from 8 to 3.
Boolean chart of The 5 Principles of Cross-correlative Retrogressive Extrapolation from Mycenaean Linear B to Minoan Linear A:
Here we see a Boolean chart of The 5 Principles of Cross-correlative Retrogressive Extrapolation from Mycenaean Linear B to Minoan Linear A. Before explaining the Boolean chart, it is highly advisable for us to review the 5 Principles of Cross-correlative Retrogressive Extrapolation from Mycenaean Linear B to Minoan Linear A, which you can read in full here:
The 5 principles applicable to the rational partial decipherment of Minoan Linear A:
for without a thorough understanding of these 5 principles, you will be unable to follow the novel methodology I have devised for the partial, not total, decipherment of Minoan Linear A à partir de (extrapolated from) Mycenaean Linear B.
Once you have carefully read over these 5 principles, the Boolean chart above should become pretty much transparent. For instance, the Minoan Linear A word puko is a perfect match for the Mycenaean Linear B word tiripode (= 100%). Likewise, the Minoan Linear A term sedina is a perfect match with Linear B selinon = celery. That is why the overlap between the two terms is illustrated as a circle within a circle (since displaying only 1 circle would not get the idea across clearly). Since Minoan Linear A qareto is very likely to correspond to Mycenaean Linear B onato = lease field, the overlap is > 75 %, and is mapped out as Sets A B & C completely overlapping in the Boolean chart. Likewise, saru = small olives in Minoan Linear A > 60 % and is again charted as Sets A B & C overlapping. On the other hand, tisa in Minoan Linear A, which apparently = amotewiya = description of pottery? in Mycenaean Linear B (though we can never be certain of this), comes in at a scalar value of < 50 %, mapped out in the Boolean chart as Sets A & B or A & C only.
In our Minoan Linear A Glossary of 110 terms,
36 terms clock in a scalar value of > 75 %
58 clock in with a scalar value of > 60 %
16 clock in with a scalar value of < 50 %
TOTAL = 110
Thus, 84 or 76 % of all the terms in the Glossary of Minoan Linear A are either extremely reliable ( > 75 %) or reasonably reliable ( > 60 %).
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