Tag Archive: LINEAR B



Special post for Linear B students: how to convert from Linear B to the ancient Greek alphabet and vice versa:

The following tables illustrate how to convert from Linear B to the ancient Greek alphabet and vice versa.

A: Linear B to ancient Greek:

linear b syllabary with ancient Greek alphabet correspondences

B: ancient Greek to Linear B:

ancient greek alphabet with Liniear B correspondences

 


Linear B numerals 100, 1k and 10k are atemporal, like those in the movie. Arrival:

It is quite clear from the following illustration of the numbers 1-12 in the Heptapod circular language, which correspond to the number of ships landing on earth, that their numbers, occurring in a circle, are similar to the numerals for 100, 1k and 10k in Mycenaean Linear A. This correspondence reveals an intriguing characteristic of these Linear B numerals, namely, that they can serve as ideograms for extraterrestrial communication. In other words, just as the Heptapod numbers serve to communicate from the extraterrestrials, the Linear B numerals can serve to communicate with them or any other extraterrestrial civilization.

movie Arrival heptapod 12 and Linear B 100 1k 10k

 


How circular language in the movie, Arrival, determines the aspacial/atemporal nature of logograms throughout the ages:

In the movie, Arrival (2016), which chronicles the arrival on earth of 12 mysterious ships, apparently from outer space, the following statements leap out at us:

parsing the language of the heptapods in the movie, Arrival

1. Unlike all written languages, the writing is semiseriographic. It conveys meaning. It doesn't represent sound. Perhaps they view our form of writing as a wasted opportunity.  
2. How heptapods write: ... because unlike speech,  a logogram is free of time. Like their ship, their written language has forward or backward direction. Linguists call this non-linear orthography, which raises the question, is this how they think? Imagine you wanted to write a sentence using 2 hands, starting from either side. You would have to know each word you wanted to use as well as much space it would occupy. A heptapod can write a complex sentence in 2 seconds effortlessly.

The key to all of this is the phrase a logogram is free of time. Allow me to illustrate. Logograms are also often called ideograms, and that is what I prefer to call them. Another word to describe them is icon. When we examine ancient Linear A and B ideograms and compare them with modern ones, the results are astonishing, to wit:

ArrivalParadeandswords

horsesLinearBandmodern

manwomanscaleswheel

All of the aforementioned examples make it quite clear that ideograms, whether they be as ancient as those in Linear A and Linear B (i.e. about 3,400 years old) or modern ... or for that matter, neolithic or even earlier, all bear a striking resemblance to one another. Take for instance the Linear A ideogram for “scales” and compare it with just one modern one (among so many others), and we see immediately that they are extremely similar. Now take the Linear B ideograms for man” and “woman” and compare these with the washroom symbols for the same and once again the similarity is almost too good to be true. Then there is the Linear B ideogram for a four-spoke wheel compared with a modern one for an eight-spoke wheel. The number of spokes is not relevant to this discussion, only the fact that the ancient Linear B ideogram for “wheel” is practically identical to the modern one.

The implications for the decipherment of ideograms in any language, ancient or modern (let alone Linear A and Linear B) versus those in any modern language are staggering. We can be sure that the ancient ideograms varied little from one language to another, let alone between Minoan and Mycenaean. In fact, the syllabogram TE, which sometimes represents wheat, in Linear A and Linear B is almost identical to the same ideograms in cuneiform!

It is patently obvious that since the distinction between the ancient ideograms and their modern equivalents enumerated above is so thin, all of these ideograms (or logograms or icons) are not only time independent (atemporal) and spatially independent (aspatial), they are also language independent. This is a stunning phenomenon.

The implications for the further decipherment of Linear A are simply overwhelming.

And this is why in the movie, Arrival, the heptapods assert, “There is no time.”



Earth-shattering linguistic data from the Movie, Arrival (2016)

arrival-final-trailer-and-new-poster-arrival

Not too long ago, I had the distinct pleasure of watching what is undoubtedly the most intellectually challenging movie of my lifetime. The movie is unique. Nothing even remotely like it has ever before been screened. It chronicles the Arrival of 12 apparent UFOs, but they are actually much more than just that. They are, as I just said, a unique phenomenon. Or more to the point, they were, are always will be just that. What on earth can this mean? 

The ships, if that is what we want to call them, appear out of thin air, like clouds unfolding into substantial material objects ... or so it would appear. They are approximately the shape of a saucer (as in cup and saucer) but with a top on it. They hang vertically in the atmosphere. But there is no motion in them or around them. They leave no footprint. The air is undisturbed around them. There is no radioactivity. There is no activity. There are 12 ships altogether dispersed around the globe, but in no logical pattern.

A famous female linguist, Dr. Louise Banks  (played by Amy Adams), is enlisted by the U.S. military to endeavour to unravel the bizarre signals emanating from within. Every 18 hours on the mark  the ship opens up at the bottom (or is it on its right side, given that it is perpendicular?) and allows people inside. Artificial gravity and breathable air are created for the humans. A team of about 6 enter the ship and are transported up an immense long black hallway to a dark chamber with a dazzlingly bright screen. There, out of the mist, appear 2 heptapods, octopus-like creatures, but with 7 and not eight tentacles. They stand upright on their 7 tentacles and they walk on them. At first, the humans cannot communicate with them at all. But the ink-like substance the heptapods squirt onto the thick window between them and the humans always resolves itself into circles with distinct patterns, as we see in this composite:

Eventually, the humans figure out what the language means, if you can call it that, because the meanings of the circles do not relate in any way to the actions of the heptapods.  Our heroine finally discovers what their mission is, to save humankind along with themselves. They tell us... There is no time. And we are to take this literally.

circular language from the movie Arrival 2016

I extracted all of the linguistic data I could (which was almost all of it) from the film, and it runs as follows, with phrases and passages I consider of great import italicized.   

1. Language is the foundation of which the glue holds civilization together. It is the first weapon that draws people into conflict – vs. - The cornerstone of civilization is not language. It is science.
2. Kangaroo... means “I don't understand.” (Watch the movie to figure this one out!)
3. Apart from being able to see them and hear them, the heptapods leave absolutely no footprint.
4. There is no correlation between what the heptapods say and what they write.
5. Unlike all written languages, the writing is semiseriographic. It conveys meaning. It doesn't represent sound. Perhaps they view our form of writing as a wasted opportunity.  
6. How heptapods write: ... because unlike speech,  a logogram is free of time. Like their ship, their written language has forward or backward direction. Linguists call this non-linear orthography, which raises the question, is this how they think? Imagine you wanted to write a sentence using 2 hands, starting from either side. You would have to know each word you wanted to use as well as much space it would occupy. A heptapod can write a complex sentence in 2 seconds effortlessly.
7. There is no time.
8. You approach language like a mathematician.
9. When you immerse yourself in a foreign language, you can actually rewire your brain. It is the language you speak that determines how you think.
10. He (the Chinese general) is saying that they are offering us advanced technology. God, are they using a game to converse with... (us). You see the problem. If all I ever gave you was a hammer, everything is a nail. That doesn't say, “Offer weapon”, (It says, “offer tool”). We don't know whether they understand the difference. It (their language) is a weapon and a tool.  A culture is messy sometimes. It can be both (Cf. Sanskrit).
11. They  (masses 10Ks of circles) cannot be random. 
12. We (ourselves and the heptapods) make a tool and we both get something out of it. It's a compromise. Both sides are happy... like a win-win. (zero-sum game). 
13. It (their language) seems to be talking about time... everywhere... there are too many gaps; nothing's complete. Then it dawned on me. Stop focusing on the 1s and focus on the 0s. How much of this is data, and how much is negative space?... massive data... 0.08333 recurring. 0.91666667 = 1 of 12. What they're saying here is that this is (a huge paradigm). 10Ks = 1 of 12. Part of a layer adds up to a whole. It (their languages) says that each of the pieces fit together. Many become THERE IS NO TIME. It is a zero-sum-game. Everyone wins.
NOTE: there are 12 ships, and the heptapods have 7 tentacles. 7X12 = 84. 8 +4 =12. 
14. When our heroine is taken up into the ship in the capsule, these are the messages she reads: 1. Abbott (1 of the 2 heptapods) is death process. 2. Louise has a weapon. 3. Use weapon. 4. We need humanity help. Q. from our heroine, How can you know the future? 5. Louise sees future. 6. Weapon opens time.
15. (her daughter asks in her dream). Why is my name Hannah? Your name is very special. It is a palindrome. It reads the same forward and backward. (Cf. Silver Pin, Ayios Nikolaos Museum and Linear A tablet pendant, Troullous).
16. Our heroine says, * I can read it. I know what it is. It is not a weapon. It is a gift. The weapon (= gift) IS their language. They gave it all to us. * If you learn it, when your REALLY learn it, you begin to perceive the way that they do. SO you can see what’'s to come (in time). It is the same for them. It is non-linear. WAKE UP, MOMMY!

Then the heptapods disappear, dissolving into mere clouds, the same way they appeared out of nowhere in clouds, only in the opposite fashion. There is no time. They do not exist in time.

The implications of this movie for the further decipherment of Linear A and Linear B (or for any unknown language) are profound, as I shall explain in greater detail in upcoming posts.

  


My article, Lexicon of Chariot Construction in Mycenaean Linear B, has been accepted in advance by the international historical journal, Epohi/Epochs:

Epohi Epochs historical journal

I shall be submitting it to the editor-in-chief, Stefan Iordanov of the Faculty of History of St. Cyril and St. Methodius University of Veliko Tarnovo (hence forward referred to as UVT), Bulgaria. The editorial board consists of highly prestigious researchers:

Executive Editor:

Stefan Yordanov, Associate Prof., Ph.D., St. Cyril and St. Methodius University of Veliko Tarnovo

Editor-in-Chief:

Ivan Tyutyundjiev, Prof., Dr. Hab., St. Cyril and St. Methodius University of Veliko Tarnovo

Deputy Editors in Chief:

Plamen Pavlov, Prof., Ph.D., St. Cyril and St. Methodius University of Veliko Tarnovo

Nikolay Kanev, Associate Prof., Ph.D., St. Cyril and St. Methodius University of Veliko Tarnovo

Editors:

Acad. Vasil Gyuzelev, Prof., Dr. Hab., Member of the Bulgarian Academy of science and President of the Association of Byzantinists and Medievalists in Bulgaria

Demetrios Gonis, Dr. Hab., Professor Emeritus of University of Athens (Greece)

Mirosław Jerzy Leszka, Prof., Dr. Hab., University of Lodz (Poland)

Tatyana Leontyeva, Prof., Dr. Hab., State University of Tver (Russia)

Milko Palangurski, Prof., Dr. Hab., St. Cyril and St. Methodius University of Veliko Tarnovo

Petko Petkov, Проф. д-р Петко Петков, St. Cyril and St. Methodius University of Veliko Tarnovo

Rumen Yankov, Prof., Dr. Hab., St. Cyril and St. Methodius University of Veliko Tarnovo

Mariya Ivanova, Prof., Dr. Hab., St. Cyril and St. Methodius University of Veliko Tarnovo

Dan Dana, Chargé de recherche de 1ère classe, Ph.D., Centre Nationale de la Recherche Scientifique – Paris (France)

Issue editors:

Nikolay Kanev, Associate Prof., Ph.D.

Stefan Yordanov, Associate Prof., Ph.D.


Translation of a very tricky Linear B tablet, Knossos KN 913 D k 01 by Rita Roberts:

Knossos tablet KN 913 D k 01 translation by Rita Roberts

The decipherment of this tablet is far from clear-cut, and all because of 1 word, paro, the first on both lines 1 and 2. This word very likely corresponds to the ancient Greek pa/loj (palos) = a lot (cast), meaning a lot cast by one or more people to decide who is obliged to do something, and in this case, which is apparently a religious context, that something is the sacrifice of a billy goat and a she goat. Etowono got the lot for the ram, probably the long stick, if that is what it was, given that we are dealing with a ram here. Komawete got the short one for the she goat. It kind of makes sense, and in fact there would seem to be no other rational interpretation of this tablet. It is one of the trickiest I have ever assigned to Rita, and this aroused her suspicions in the first place. Because she could not possibly have recognized the (archaic or ancient) Greek for paro, I had to delve into that word. Otherwise, her translation is highly commendable, and deserves a full 100 %.

 


Translation of Linear B tablet Knossos KN 854 K j 11 by Rita Roberts:

Knossos tablet KN 854 K j 11 by Rita Roberts

 


Translation of Linear B Knossos tablet KN 355 J b 19 by Rita Roberts:

Knossos tablet KN 355 J b 19 by Rita Roberts

 

 


Translation of Linear B tablet Knossos KN 346 J a 04 by Rita Roberts:

Linear B tablet KN 346 J a 04 Rita Roberts

 


Rita Roberts’ translation of Linear B tablet KN 342 J e 01 concerning olive oil:

Knossos tablet KN 342 J e 01 by Rita Roberts


T. Farkas’ brilliant decipherment of Linear B tablet KN 894 Nv 01:

Knossos tablet KN 984 Nv 01

Linear B transliteration

Line 1. ateretea peterewa temidwe -ideogram for wheel, SSYL ZE for set or pair tablet broken off (i.e. right truncated)

Line 2. kakiya -ideogram for wheel, SSYL ZE for set or pair 1. kakodeta -ideogram for wheel, SSYL ZE for pair or set tablet broken off (i.e. right truncated)

Line 3. kidapa temidweta -ideogram for wheel, SSYL ZE for set or pair 41 tablet broken off (i.e. right truncated)

line 4. odatuweta erika -ideogram for wheel, SSYL ZE for set or pair 40 to 89 tablet broken off (i.e. right truncated)

Translation (my knowlege of Greek grammar is not sufficient at present to write out proper sentences [NOTE 1] but I have looked up and know the Greek equivalents for the Linear B words which I will write here.)

Line 1. Pair/set of inlaid/unfinished? elmwood chariot wheel rims

Οn your blog you have translated ateretea as “inlaid” from the Greek ἀιτh=ρeς. I found these words ατελείωτος , ατελεις … that means “unfinished” Do you think that could work? Either way I get that ateretea is an adjective that describes the wheel rims [2].

α)τερεδέα/ατελείωτος πτελεFάς τερμιδFέντα ζευγάρι a1ρμοτα, (sorry for the mishmash Greek [3]).

Line 2. 1 Copper [4] set or pair of wheel fasteners , bronze set or pair of wheel fasteners

I looked around the net and some say copper was used as a band or even as a tire and as leather tire fasteners on bronze age chariot wheels.

Since the deta on kakodeta refers to bindings perhaps this line is refering to sets of types of fasteners of both copper and bronze for wheels? (hubs, linch pins, nails, etc…) [Richard, YES!]

χαλκίος ζευγάρι α1ρμοτα, χαλκοδέτα ζευγάρι α1ρμοτα

Line 3. 41 Sets or pairs of “kidapa” chariot wheel rims

Looked around the net didn’t find and words to match kidapa…I did take note that you think ― like L.R. Palmer ― that it means ash-wood.

κιδάπα τερμιδFέντα ζευγἀρι α1ρμοτα

Line 4. 40 to 89 ? sets of toothed/grooved willow-wood chariot wheels.

Ive looked at many diagrams and pictures of chariot wheels… but none that I could find were clear enough to really understand what might be meant by toothed [5]… Ι even watched a documentary where an Egyptian chariot is built. It is called building Pharaoh’s Chariot. Perhaps one day I’ll happen upon some chariot wheels somewhere and finally understand what is meant.

ο0δατFέντα ε0λικα ζευγἀρι α1ρμοτα 40 -89 ?

Comments by our moderator, Richard Vallance Janke:

This is absolutely brilliant work! I am astounded! 100 % hands down. This is one of the most difficult Linear A tablets to decipher. I too take kidapa to mean ash wood, as it is a tough wood. It is also probably Minoan, since it begins with ki, a common Minoan prefix:

kida/kidi 
kidapa OM = ash wood? (a type of wood) Appears only on Linear B tablet KN 894 N v 01
kidaro MOSC NM1 kidaro ke/dron = juniper berry-or- kedri/a = oil of cedar Cf. Linear B kidaro
kidata OM = to be accepted or delivered? (of crops) Cf. Linear B dekesato de/catoj
kidini
kidiora

See my Comprehensive Linear A lexicon for further details I imagine you have already downloaded the Lexicon, given that at least 16 % of Linear A is Mycenaean-derived Greek. This decipherment alone of an extremely difficult Linear B tablet entitles you to a secondary school graduation diploma, which I shall draw up and send to you by mid-August.

Specific notes:

[1] Thalassa Farkas declares that … my knowlege of Greek grammar is not sufficient at present to write out proper sentences… , but the actual point is that it is not really possible to write out Greek sentences in Mycenaean Greek, in view of the fact that sentences are almost never used on Linear B tablets, given that these are inventories. Grammar is not characteristic of inventories, ancient or modern. So it is up to us as decipherers to reconstruct the putative “sentences which might be derived from each of the tabular lines in an inventory. So long as the sentences and the ultimate paragraph(s) make sense, all is well.

[2] wheel rims is an acceptable reading.

[3] This is hardly mishmash Greek. It is in fact archaic Greek, and archaic Greek in the Mycenaean dialect, absolutely appropriate in the context.

[4] In Line 2, kakiya (genitive singular of kako) might mean copper, but is much more likely to mean “(made of) bronze” (gen. sing.), given that copper is a brittle metal, more likely to shatter under stress than is bronze. Copper tires would simply not hold up. Neither would pure bronze ones. Either would have to be re-inforced, and in this case by kidapa = ash-wood. That is the clincher, and that is why the word kidapa appears on this tablet.

[5] In Line 5, temidweta does not mean with teeth, but the exact opposite, with grooves” or “with notches. After all, if we invert teeth in 3 dimensions, so that they are inside out, we end up with grooves. This can be seen in the following illustration of a Mycenaean chariot in the Tiryns fresco of women (warrior) charioteers:

Tiryns fresco women charioteers

On the other hand, scythes, which are after all similar to teeth, were commonplace on ancient chariots, including Egyptian, a nice little clever addition to help cut or chop up your enemies. Still, it is unlikely that Mycenaean chariots would be reinforced by scythes, in view of the fact that there are far too many of them even on fresco above. That is why I take temidweta to mean indentations” or “notches”. But temidweta could refer to “studs”, which like notches, are small, even though they stick out.

Richard

 

 


Linear B syllabograms, homophones and special characters missing from the Linear A syllabary:

Linear B syllabograms and homophones not in Linear A

A considerable number of Mycenaean Linear B syllabograms, homophones and special characters missing from the Linear A syllabary. But the same can be said for a fairly large number of Linear A syllabograms, homophones and special characters missing from Linear B. Thus, students of both syllabaries must master, first the overlap, which accounts for most of the characters in both syllabaries, and secondly, the discrepancies, of which there are scores. There is simply no way around it. If you are a student of both Linear A and Linear B you have to learn the syllabograms, homophones and special characters found in one of the syllabaries but missing in the other.

Notably, the O series of syllabograms in Linear B suffers from several lacunae in Linear A. This is simply because Linear A has an aversion the ultimate O, and nothing more. Words which terminate in O in Linear B, which is to say, masculine and neuters, much more commonly end in U in Linear A. And this includes a great many exograms which are common to both syllabaries.

Above all else, the masculine and neuter genitive singular always terminates in O in Linear B, and always in U in Linear A. The feminine genitive singular ultimate in Linear A, just as we find in Linear B, appears to be ija, and there are plenty of examples (for instance, jadireja, kiraja, kupa3rija, musajanemaruja, namarasasaja, nenaarasaja, nemaruja, nenaarasaja, nukisikija, sejarapaja, sidija, sudaja and Sukirteija, to cite just a few) . The problem is that no examples of masculine or neuter genitive singular with the ultimate ijo exist. Only a few words terminate in iju, (aju, araju, kumaju, kureju, pirueju and sareju), but these are almost certainly masculine and/or neuter genitive singular, hence likely validating the notion that the feminine genitive singular is ija.


Rita Roberts’ decipherment of Linear B tablet KN 669 K j 21 (Knossos) on grains and saffron:

Rita Roberts decipherment Linear B KN 669 K j 21 Knossos

This is the latest in the most recent run of Linear B tablets deciphered by Rita Roberts, who is in her second term, second year of university. The tablets she must now decipher are much more challenging than anything she has ever encountered before. Given that she is up against tablets that get progressively more and more difficult, her progress towards total mastery of Linear B is nothing short of first rate. Because she forgot to provide a free translation of Line 2, Rita scored 90 % on this tablet. But that is, as we say in French, un petit péché.


the Linear A vessel (vase) AP Za 2 from Apodoulou: mostly topomastics and epomastics?

Apolodou AP Za 2

It appears that Linear A vessel (vase) AP Za 2 from Apodoulou is loaded with epomastics. The words are so long that it appear that it cannot be otherwise. Moreover, some of the terms appear to be agglutinated, e.g. ipinamite, inajareta and ikupa3namate (ikupainamate). The only word which appears not to be an eponym is ipinamite i0pneumi/te (instrumental singular) = with/for baked (bread). Since there are so many names, it is difficult to imagine that they are the owners of the vase. But they may very well be bakers, given the context. This would imply that the vase is full of (einkorn or emmer?) wheat to be used for baking bread.


Are Minoan and Mycenaean fractions fractions? I am not at all convinced

Are Minoan Linear A fractions fractions or something else

Are Mycenaean Linear B fractions fractions or something else

Since Minoan and Mycenaean fractions, as estimated by Andras Zeke of the Minoan Language Blog and Prof. John G. Younger, fall as low as 1/10 and 1/32, I am not at all convinced that these are fractions at all. They are, as far as I can tell, crop shares. This makes a lot more sense, since we are dealing with farming, where crop shares have always been of paramount importance. As for units of measurement, we have no real idea what they were, since Minoan Crete and the Mycenaean Empire are so remote in history. No one can possibly determine fractions that far back in history. In fact, Prof. Younger and Andras Zeke cannot even agree on the values of the fractions... not that that argument invalidates the notion they are not fractions. That is a specious argument. However, it makes more sense to consider these as crop shares, especially in view of the fact that some of the Mycenaean symbols are so remarkably similar to their Minoan counterparts. The appearance of symbols has nothing to do with what we take them to mean. This again is an arbitrary decision, which may be right or wrong.  


Linear A tablet ZA 15 VERSO (Zakros), so little text, so information rich, all about wine, with yet another Old Minoan word conclusively deciphered!

Linear A tablet ZA 15 b VERSO Zakros

If there is any Linear A tablet which conveys so much information in so few words, this has to be it. No one could be blamed for thinking that a tablet, whether or not it is inscribed in Linear A or Linear B, which contains only 2 words (qedi & kuro), 3 ideograms (wine) and one supersyllabogram would have little to say. But this is far from the case here. This tablet offers us the best of 3 worlds. First of all, the word kuro is Mycenaean-derived New Minoan; secondly, we are finally able to establish once and for all and beyond doubt that the Old Minoan word qedi actually means a flagon for wine. Since it appears on other Linear A tablets in conjunction with the same ideogram, wine, the meaning is indisputable; and thirdly, the supersyllabogram RA, as all supersyllabograms are, is information-rich. It can stand for only 1 of two possible Linear A words, rani or ratise, which are, believe it or not, practically synonymous. First we have rani, which means anything sprinkled (as in a libation); rain drop, and then ratise, which appears to be instrumental plural for with drops of wine. So the inscription reads the same way either way. I would like to point out as well that no linguist specializing in Linear A, not even Prof. John G. Younger, has drawn explicit attention to the supersyllabogram RA, which is critical to a proper reading of this tablet, since no Linear A, let alone Linear B, researchers have recognized supersyllabograms for what they are, until I myself deciphered all 36 of them in Linear B between 2014 and 2016, the results of my research consequently published in Archaeology and Science, Vol. 11 (2015) ISSN 1452-7448, pp. 73-108:

decipherment of supersyllabograms in Linear B

And not to be outdone, I have also already isolated the 27 supersyllabograms found in Linear A. It actually came as no surprise to me that Linear A has supersyllabograms.

Table 5 Table of 27 supersyllabograms in Minoan Linear A revised 2017

As it so turns out, it was the Minoan Linear A scribes who invented supersyllabograms, not the Minoan-Mycenaean Linear B scribes. You will note that I have already been able to decipher 10 of the 27 SSYLS in Linear A, including that for RA, which in the pottery and vessels sector signifies with drops of wine for a libation”. The enormous and far-reaching implications of supersyllabograms in both Linear A and Linear B cannot be stressed enough.

 


Minoan Linear A, Linear B, Knossos & Mycenae now has its own private domain name:

Minoan Linear A Linear B Knossos & Mycenae domain name

It is no longer evident from the domain name that this is a WordPress site. I have also cleaned up the Header to eliminate the annoying RSS Feed. Now you select any month/year the Monthly Archives right from the TOP of page.

 


RESEARCH paper: Supersyllabograms in the agricultural sector of the Mycenaean economy, by Rita Roberts academia.edu:

This essay constitutes Rita Robert’s first foray into major research in ancient Mycenaean linguistics on academia.edu. Rita has composed this highly scholarly article as the major component of her mid-term examination in her second year of university, exactly half way to her degree. Keeping up this pace, she is bound to perform outstandingly in her final essay of her second year, and in her third year thesis paper, which will be considerably more demanding than this study, and about twice as long.

I strongly recommend you to download this study here:

supersyllabograms in agriculture in Linear B academia.edu

It makes for engaging reading in ancient linguistics research.

You can reach Rita’s academia.edu account here to view her other papers:

rita roberts academia.edu

 


Our site moderator, Richard Vallance Janke, April 30 2017


Richard Vallance Janke April 30 2017



Rita Robert’s translation of an extremely challenging Linear B tablet, KN 903 D a 01:

Linear B tablet KN 903 D a 01

Linear B Latinized:
Line 1: Watoakoraya + ideogram for “rams” 60 + ideo for “ewes” 270 + ideo for aiza = billy goat  49
Line 2: ideogram for “she goat” 130 + ideo for siaro = “boar” 17 + ideo for sow 41 + ideo for tauro -or- toro = “bull/ox”   + ideo for “cow” 4

Decipherment:
Line 1: From the market in Wato (or: from the town market), 60 rams and 270 ewes plus 49 billy goats
Line 2: along with 130 she goats plus 17 boar plus 41 sows 2 bulls  and 4 cows


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