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Open archived version from archive - THE LEXARITHMIC THEORY AND ITS APPLICATIONS (THEORY OF THE GREEK LANGUAGE)

man and food DM2 organ of the speech intercourse between two men DM3 organ of the shoe intercourse between foot and shoe DM4 smooth and narrow strip of land deeply into the sea intercourse between land and sea DM5 the little tongue of the flute intercourse between man and flute Definition of isopsephe group As we saw above line of the Hellenic language to each lexarithmos corresponds a set of isopsephe words which is called isopsephe group and to every isopsephe word of course corresponds a set of diachronical meanings see previously As the language follows its course more and more names are added on the language logarithmic spiral some isopsephe groups of which are increased in number How now all these isopsephe meanings are related to each other and to corresponding lexarithmos We consider that the notion arithmos number and more strictly its ikon image namely the lexarithmos is inseparable component of every being Naturally we refer to perceivable ones which man is able to know So the lexarithmos possesses in turn an archetype meaning which is preceded of its isopsephe meanings in their genesis From the above the follwing axiom is introduced Axiom 2 d correlating of the cosmic meaning CM Lexarche Λ In every isopsephe group the cosmic meanings CM also are not unrelated to each other but they are intersected at an archetype meaning which is called Λεξάρχη Lexarche Λ lexis arche origin word origin Model checking of the axiom 2 d Lexarche Þ The monodrom notion of the thing being monos single alone only dromos way road CM1 βάβαξ lexarithmos 66 vavax a babblet chatterer reveler bawler CM2 διάβημα lexarithmos 66 diavema metaphorically a step across a step CM3 ζημία lexarithmos 66 zemia damia samia Doric types metaphorically loss damage penalty in money fine generally penalty of what is bought too dearly bad bargain a dead loss CM4 ήθημα lexarithmos 66 ethema metaphorically that which is sifted or strained CM5 ίζημα lexarithmos 66 izema metaphorically subsidence sinking CM6 κήλη lexarithmos 66 kele kale tumor rupture hermia hump on a buffalo s back hump in human beings as well Note It is evident that the Lexarche belongs to every cosmic meaning of the isopsephe group But because the cosmic meaning in turn belongs to every diachronical meaning it follows that finally the Lexarche is the intersection of all diachronical meanings of the isopsephe group or equivalently it belongs or it is contained in every one of them Analysis of the cosmic meanings According to the 3 d aitema the Lexarche Λ monodrom notion must be contained in every cosmic meaning of the subgroup with lexarithmos 66 or alternatively every cosmic meaning of it belongs to or expresses some kind of monodrom motion After the point M the being cannot return to state A under the same psychological form The vavax βάβαξ babbler acts in a way that the object of his action cannot by nature return by his own forces in the prior former previous condition state under the same form f e Þ the trapped bird is going either to be ate the bird has got through a monodrom motion or to be enclosed shat in confined in a cage and then its return to the prior state is impossible again monodrom motion the bird is not going to survive The diavema διάβημα a step across belongs in an action according to which man either das not return to the life or he returns but completely changed altered ethicaly morally a desperate step The zemia ζημία damage it is obvious acts always in a monodrom way The man who has suffered a damage das not return to the former state the same at least The crops which have suffered a damage because of different causes do not return alike same like similar to the previous state The ethema ήθημα sifted and the izema ίζημα subsidence compose the main parts of a solution which is divided into two monodrom motions During the filtration of a solution by the help of ethmoid material on the one hand the ethema goes through the pores passages of the ethmoid material but on the other hand the izema remains onto the bottom Both motions for the their formation are monodrom because once they will be formed they cannot be reunited united again joined again connect again for the recreation of the solution The kele κήλη rupture finally it is given that it is not healed cured remedied by the powers of the organism because it has traced has depicted a monodrom motion Kele can be get settled be established only by operation surgery The operation defines the monodrom motion of the kele The isopsephe group 66 includes counts in also others words the detailed elaborated analysis of which is exposed in a book of mine x Here a sample only is received obtained taken part towards faster understanding of the notions meanings senses concepts conceptions being implicated entangled involved see Markatos Η Λεξαριθμική Θεωρία Η Γλώσσα των Γλωσσών The Lexarithmic Theory The Glossa ton Glosson or The Language of the Languages This system is called Lexias Λεξίας being perceptible by Galaxy Γαλαξίας or Galaxias where the conceivable center of the Galaxy is the Lexarche suns the Cosmic meanings and Planets the Diachronic meanings Aitema 2A the equality to Be Ε to Become Γ and the Cosmos Κ the Universe Σ If two or more names words are lexarithmically equals or isopsephes then the beings represented by them belong into Be E the by virtue existing Examples Note The numbers 284 350 330 are thw lexarithmoi of the isopsephes words θεός καί a γιος διογενής καί θεογενής i σον κα i νόμιμον Definitions Gnomonic sequence is a sequence of natural numbers positive integers possessing the property every member from the third and further to be equal with the sum of the two previous Such a sequence is produced by the help of the mathematical algorithm of the theory given a natural number 1 2 3 n where n is the larger greek name see line of the Hellenic language p 4 The algorithm is based on the physical gnomonic sequence of the Hellenes or Fibonacci sequence 1 1 2 3 5 8 13 21 34 55 Lexarithmic gnomonic sequence is a sequence of lexarithmoi or words being considered as numbers according of which every word equals with the sum of the previous two from the third and beyond The algorithm Sentence For every physical number L positive integer greater than 0 consequently for every lexarithmos name or word in general considered as a such number there exist at most two sets of finished number of physical gnomonic sequence or Fibonacci sequence of which only one is accepted see next F i 1 1 2 3 5 8 13 21 34 55 i 123 such that the sum of the members for each set to be equal to L L F i1 F i2 F ik 1 and L F ι 1 F ι 2 F ik 1 Remark The two set are coincided since F 1 F 2 1 but in forming the asked gnomonic sequences from the given lexarithmos L they differ because on the one hand F 1 is the first member of the sequence on the other hand F 2 is the second see further on Three are the main steps of the algorithm a If the number L is equals a number of the above sequence then it belongs to F i and then the algorithm is terminated b If the step a is not valued then we find the first term of the F i which is maller than the given L L F i1 N 1 and then the step a is repeated now for the difference F i1 N 1 until the derived difference becomes a term of F i and then the algorithm is terminated The successive differences may be written L F i1 N 1 N 1 not a F i number N 1 F i2 N 2 N 2 not a F i number N 2 F i3 N 3 N 3 not a F i number N k F ik 1 N k 1 N k 1 a F i number Consequently we add these equations side by side L F i1 F i2 F i3 N k 1 Þ all F i numbers This is the analysis of the given lexarithmos in terms of F i numbers Now we write the equation in a column F i1 F i2 F i3 N k 1 L and then we complete the F i sequences to the left in order starting from the last difference and going to the first one For the next terms to L we simply apply the law of the physical gnomonic sequence or Fibonacci one namely F i 1 F 0 F i where F 0 F 1 1 1 1 2 3 F k 2 F k 1 F k N k 1 F k 2 F k 3 F k 4 c We now distinguish two cases c 1 If N ik 1 is greater than the number 1 namely 2 3 5 then the given lexarithmos L produces or belongs to only one lexarithmic gnomonic sequence formed in connection with the successive terms of F i as above c 2 If N ik 1 1 equals the number one the given lexarithmos L produces or belongs to two lexarithmic gnomonic sequence We write in column F i 11 F i1 F i 11 F i1 F i 1 1 F i 2 1 F i2 F i2 F i 12 F i2 F i 12 F i 12 F i3 F i3 F i 13 F i3 F i 13 F i 13 1 N ik 1 1 2 3 5 N ik 1 1 1 2 3 5 First sequence to both directions Second sequence to one direction Example 1 L 361 ΜΟΝΑΣ or MONAS UNIT M 40 Ο 70 Ν 50 Α 1 Σ 200 F i 1 1 2 3 5 8 13 21 34 55 89 144 233 377 610 987 1597 a step The given lexarithmos is not a F i number b step The first difference namely 128 361 233 128 is not a F i number The second difference namely 39 128 89 39 is not a F i number The third difference namely 5 39 34 5 is a F i number We add the equations side by side L 233 89 34 5 Þ this is the analysis of 361 in term of F i c step The last difference namely the number 5 the fifth term of F i is greater than 1 so L produces only one sequence 34 55 89 144 233 377 610 13 21 34 55 89 144 233 5 8 13 21 34 55 89 1 1 2 3 5 8 13 53 85 138 223 361 584 945 Example2 L 773 ΔΙΚΑΙΟΣΥΝΗ or DIKAIOSYNE JUSTICE Δ 4 Ι 10 Κ 20 Α 1 Ο 70 Σ 200 Υ 400 Ν 50 Η 8 F i 1 1 2 3 5 8 13 21 34 55 89 144 233 377 610 987 1597 a step The given lexarithmos is not a F i number b step The first difference namely 163 773 610 163 is not a F i number The second difference namely 19 163 144 1 9 is not a F i number The third difference namely 6 1 9 13 6 is not a F i number The forth difference namely 1 6 5 1 is a F i number We add the equations side by side L 610 144 13 5 1 this is the analysis of 773 in term of F i c step The last difference namely the number 1 first and second term of F i is equale to 1 so L produces two sequences 377 610 987 1597 2584 610 987 1597 2584 89 144 233 377 610 144 233 377 610 8 13 21 34 55 13 21 34 55 3 5 8 13 21 5 8 13 21 1 1 2 3 5 1 1 2 3 558 773 1251 2024 773 1250 2023 3273 First sequence accepted Second sequence not accepted The article the negative and positive form of being The alpharithm α Α the letter a as a number is the least article The article ο η το or ho hi to is double dual twofold negative steretic and positive collective accumulative thetic Consequently there is a semantic distance between the inarticulate word and the articulate one The inarticulate name word or the inarticulate word generally represents the unformed being so as καιωςεκτούτου it belongs into Einai to Be in to by virtue of existence The articulate name word or the articulate word generally represents the formed reality existance and so it belongs into Gignesthai to Become the active existence The being formed entity by time receives its greatest development and then becomes formed being and so it belongs into Cosmos As with the number the article also articulates connects two things so that they find themselves in a dynamic equilibrium Especially the article articulates in two ways the inarticulate name into the conceivable perceptible cosmos to Einai with the articulate name into real and unordered cosmos To Gignesthai to Become and into ordered cosmos as well Cosmos The articulate being is the elementary form of the inarticulate one The elementary and articulate form eidos or gender species has the physical inclination to be summed up be accumulated towards creation synthesis and formation of the general and inarticulate form genos genus or race Examples The notion dynatos δυνατός or powerful represents the genus while on the one hand the powerful represents the species on the other hand the adynatos ἀ δύνατος or weak unpoweful expresses the elementary powerful the subspecies Other examples every adjectival form θρ ῆ σκος threskos religious ὁ θρ ῆ σκος ho threskos the religious ἂ θρησκος a threskos un religious θεός theos god ὁ θεός ho theos the god ἂ θεος a theos god less ν όμος nomos law ὁ νόμος the law ho nomos ἂ νομος a nomos un lawful μονός monos single ὁ μόνος ho monos the single ἂ μονος a monos un single λόγος logos reasonable ὁ λόγος ho logos the reasonable ἂ λογος a logos un reasonable τομός tomos being cut ὁ τομός ho tomos the being cut ἂ τομος a tomos being un cut Κόσμος Kosmos Cosmos ὁ Κόσμος ho Kosmos the Cosmos Ἂ κοσμος A kosmos un Cosmos δίκ αι ος dikaios right ὁ δίκαιος ho dik ai os the right ἂ δικος a dikos un right etc The athroistic law athristic or accumulative relation between positive and negative form of the name The inarticulate and articulate being while they are not coincided are connected via the accumulative law of the theory which is formulated as follows Great sum under conditions too of negative steretic and positive forms accumulative collective of the being species eide είδη is equivalent or is identified also in the limit with the being herself in his inarticulate form race genus γένος In symbolic terms the law is expressed as follows α Λ Σ α Λ Λ where the alpharithm α 1 is the least article giving the negative form of the being and Λ is the lexarithmos name or word in her articulate form Models Note The atom of the matter according to the negative form of the being and the present law is deprived of cutting it is not cut not divided because it has by nature depicted a monodrom motion not reversed Many atoms when their numerous reach the critical number under condition as well the notion of the athroistic or accumulative law are cut This cutting splitting consists the splitting of the atom Consequently it would be more accurate to say The splitting of the atoms We speak about physical process in which man dos not intervene interfere But through man s intervention the intelligence of whom surpasses her exceeds in her parts the critical number which will cause generate induce the splitting of the atoms remains unchanged immutable Besides splitting of one only atom as powerless das not have so significance In a wide sense In Hellenic language with the name word atom is meant the social and the genetic one βιομονάς viomonas DNA the double and complement helix too The athroistic law continues to be valid and the extracted outcomes in any case from its application may be The social atom is not split off but a great number of social atoms under conditions causes their splitting Under the notion social atom the undivided personality is meant of every atom person in one social unity which is held as long as that sum the number the numerous is less than the critical numbe r When the sum or this numerous reach the critival number then occurs splitting and man is divided looses his personality and turns to a non man inhuman The one genetic atom is not split of namely every atom is defined through its genetic code which is unique But if in a test tube the sum of genetic cods of the same kind uniformed reach the critical number then the genetic code the viomonas the DNA is split into its component elements genes In the present case the extensions and consequences of the spitting may be not controlled 1 It is probable a automatic recomposition rearrangement of the split human code into a new form of genetic code which will produce a new specie or new species as well 2 Possibly man may be master of the whole structure of the genetic cod and capable to recompose and create a new genetic cod a new man Aphorism Every intervention in a physical process

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Open archived version from archive- THE LEXARITHMIC THEORY AND ITS APPLICATIONS (THEORY OF THE GREEK LANGUAGE)

the speech intercourse between two men DM3 organ of the shoe intercourse between foot and shoe DM4 smooth and narrow strip of land deeply into the sea intercourse between land and sea DM5 the little tongue of the flute intercourse between man and flute Definition of isopsephe group As we saw above line of the Hellenic language to each lexarithmos corresponds a set of isopsephe words which is called isopsephe group and to every isopsephe word of course corresponds a set of diachronical meanings see previously As the language follows its course more and more names are added on the language logarithmic spiral some isopsephe groups of which are increased in number How now all these isopsephe meanings are related to each other and to corresponding lexarithmos We consider that the notion arithmos number and more strictly its ikon image namely the lexarithmos is inseparable component of every being Naturally we refer to perceivable ones which man is able to know So the lexarithmos possesses in turn an archetype meaning which is preceded of its isopsephe meanings in their genesis From the above the follwing axiom is introduced Axiom 2 d correlating of the cosmic meaning CM Lexarche Λ In every isopsephe group the cosmic meanings CM also are not unrelated to each other but they are intersected at an archetype meaning which is called Λεξάρχη Lexarche Λ lexis arche origin word origin Model checking of the axiom 2 d Lexarche Þ The monodrom notion of the thing being monos single alone only dromos way road CM1 βάβαξ lexarithmos 66 vavax a babblet chatterer reveler bawler CM2 διάβημα lexarithmos 66 diavema metaphorically a step across a step CM3 ζημία lexarithmos 66 zemia damia samia Doric types metaphorically loss damage penalty in money fine generally penalty of what is bought too dearly bad bargain a dead loss CM4 ήθημα lexarithmos 66 ethema metaphorically that which is sifted or strained CM5 ίζημα lexarithmos 66 izema metaphorically subsidence sinking CM6 κήλη lexarithmos 66 kele kale tumor rupture hermia hump on a buffalo s back hump in human beings as well Note It is evident that the Lexarche belongs to every cosmic meaning of the isopsephe group But because the cosmic meaning in turn belongs to every diachronical meaning it follows that finally the Lexarche is the intersection of all diachronical meanings of the isopsephe group or equivalently it belongs or it is contained in every one of them Analysis of the cosmic meanings According to the 3 d aitema the Lexarche Λ monodrom notion must be contained in every cosmic meaning of the subgroup with lexarithmos 66 or alternatively every cosmic meaning of it belongs to or expresses some kind of monodrom motion After the point M the being cannot return to state A under the same psychological form The vavax βάβαξ babbler acts in a way that the object of his action cannot by nature return by his own forces in the prior former previous condition state under the same form f e Þ the trapped bird is going either to be ate the bird has got through a monodrom motion or to be enclosed shat in confined in a cage and then its return to the prior state is impossible again monodrom motion the bird is not going to survive The diavema διάβημα a step across belongs in an action according to which man either das not return to the life or he returns but completely changed altered ethicaly morally a desperate step The zemia ζημία damage it is obvious acts always in a monodrom way The man who has suffered a damage das not return to the former state the same at least The crops which have suffered a damage because of different causes do not return alike same like similar to the previous state The ethema ήθημα sifted and the izema ίζημα subsidence compose the main parts of a solution which is divided into two monodrom motions During the filtration of a solution by the help of ethmoid material on the one hand the ethema goes through the pores passages of the ethmoid material but on the other hand the izema remains onto the bottom Both motions for the their formation are monodrom because once they will be formed they cannot be reunited united again joined again connect again for the recreation of the solution The kele κήλη rupture finally it is given that it is not healed cured remedied by the powers of the organism because it has traced has depicted a monodrom motion Kele can be get settled be established only by operation surgery The operation defines the monodrom motion of the kele The isopsephe group 66 includes counts in also others words the detailed elaborated analysis of which is exposed in a book of mine x Here a sample only is received obtained taken part towards faster understanding of the notions meanings senses concepts conceptions being implicated entangled involved see Markatos Η Λεξαριθμική Θεωρία Η Γλώσσα των Γλωσσών The Lexarithmic Theory The Glossa ton Glosson or The Language of the Languages This system is called Lexias Λεξίας being perceptible by Galaxy Γαλαξίας or Galaxias where the conceivable center of the Galaxy is the Lexarche suns the Cosmic meanings and Planets the Diachronic meanings Aitema 2A the equality to Be Ε to Become Γ and the Cosmos Κ the Universe Σ If two or more names words are lexarithmically equals or isopsephes then the beings represented by them belong into Be E the by virtue existing Examples Note The numbers 284 350 330 are thw lexarithmoi of the isopsephes words θεός καί a γιος διογενής καί θεογενής i σον κα i νόμιμον Definitions Gnomonic sequence is a sequence of natural numbers positive integers possessing the property every member from the third and further to be equal with the sum of the two previous Such a sequence is produced by the help of the mathematical algorithm of the theory given a natural number 1 2 3 n where n is the larger greek name see line of the Hellenic language p 4 The algorithm is based on the physical gnomonic sequence of the Hellenes or Fibonacci sequence 1 1 2 3 5 8 13 21 34 55 Lexarithmic gnomonic sequence is a sequence of lexarithmoi or words being considered as numbers according of which every word equals with the sum of the previous two from the third and beyond The algorithm Sentence For every physical number L positive integer greater than 0 consequently for every lexarithmos name or word in general considered as a such number there exist at most two sets of finished number of physical gnomonic sequence or Fibonacci sequence of which only one is accepted see next F i 1 1 2 3 5 8 13 21 34 55 i 123 such that the sum of the members for each set to be equal to L L F i1 F i2 F ik 1 and L F ι 1 F ι 2 F ik 1 Remark The two set are coincided since F 1 F 2 1 but in forming the asked gnomonic sequences from the given lexarithmos L they differ because on the one hand F 1 is the first member of the sequence on the other hand F 2 is the second see further on Three are the main steps of the algorithm a If the number L is equals a number of the above sequence then it belongs to F i and then the algorithm is terminated b If the step a is not valued then we find the first term of the F i which is maller than the given L L F i1 N 1 and then the step a is repeated now for the difference F i1 N 1 until the derived difference becomes a term of F i and then the algorithm is terminated The successive differences may be written L F i1 N 1 N 1 not a F i number N 1 F i2 N 2 N 2 not a F i number N 2 F i3 N 3 N 3 not a F i number N k F ik 1 N k 1 N k 1 a F i number Consequently we add these equations side by side L F i1 F i2 F i3 N k 1 Þ all F i numbers This is the analysis of the given lexarithmos in terms of F i numbers Now we write the equation in a column F i1 F i2 F i3 N k 1 L and then we complete the F i sequences to the left in order starting from the last difference and going to the first one For the next terms to L we simply apply the law of the physical gnomonic sequence or Fibonacci one namely F i 1 F 0 F i where F 0 F 1 1 1 1 2 3 F k 2 F k 1 F k N k 1 F k 2 F k 3 F k 4 c We now distinguish two cases c 1 If N ik 1 is greater than the number 1 namely 2 3 5 then the given lexarithmos L produces or belongs to only one lexarithmic gnomonic sequence formed in connection with the successive terms of F i as above c 2 If N ik 1 1 equals the number one the given lexarithmos L produces or belongs to two lexarithmic gnomonic sequence We write in column F i 11 F i1 F i 11 F i1 F i 1 1 F i 2 1 F i2 F i2 F i 12 F i2 F i 12 F i 12 F i3 F i3 F i 13 F i3 F i 13 F i 13 1 N ik 1 1 2 3 5 N ik 1 1 1 2 3 5 First sequence to both directions Second sequence to one direction Example 1 L 361 ΜΟΝΑΣ or MONAS UNIT M 40 Ο 70 Ν 50 Α 1 Σ 200 F i 1 1 2 3 5 8 13 21 34 55 89 144 233 377 610 987 1597 a step The given lexarithmos is not a F i number b step The first difference namely 128 361 233 128 is not a F i number The second difference namely 39 128 89 39 is not a F i number The third difference namely 5 39 34 5 is a F i number We add the equations side by side L 233 89 34 5 Þ this is the analysis of 361 in term of F i c step The last difference namely the number 5 the fifth term of F i is greater than 1 so L produces only one sequence 34 55 89 144 233 377 610 13 21 34 55 89 144 233 5 8 13 21 34 55 89 1 1 2 3 5 8 13 53 85 138 223 361 584 945 Example2 L 773 ΔΙΚΑΙΟΣΥΝΗ or DIKAIOSYNE JUSTICE Δ 4 Ι 10 Κ 20 Α 1 Ο 70 Σ 200 Υ 400 Ν 50 Η 8 F i 1 1 2 3 5 8 13 21 34 55 89 144 233 377 610 987 1597 a step The given lexarithmos is not a F i number b step The first difference namely 163 773 610 163 is not a F i number The second difference namely 19 163 144 1 9 is not a F i number The third difference namely 6 1 9 13 6 is not a F i number The forth difference namely 1 6 5 1 is a F i number We add the equations side by side L 610 144 13 5 1 this is the analysis of 773 in term of F i c step The last difference namely the number 1 first and second term of F i is equale to 1 so L produces two sequences 377 610 987 1597 2584 610 987 1597 2584 89 144 233 377 610 144 233 377 610 8 13 21 34 55 13 21 34 55 3 5 8 13 21 5 8 13 21 1 1 2 3 5 1 1 2 3 558 773 1251 2024 773 1250 2023 3273 First sequence accepted Second sequence not accepted The article the negative and positive form of being The alpharithm α Α the letter a as a number is the least article The article ο η το or ho hi to is double dual twofold negative steretic and positive collective accumulative thetic Consequently there is a semantic distance between the inarticulate word and the articulate one The inarticulate name word or the inarticulate word generally represents the unformed being so as καιωςεκτούτου it belongs into Einai to Be in to by virtue of existence The articulate name word or the articulate word generally represents the formed reality existance and so it belongs into Gignesthai to Become the active existence The being formed entity by time receives its greatest development and then becomes formed being and so it belongs into Cosmos As with the number the article also articulates connects two things so that they find themselves in a dynamic equilibrium Especially the article articulates in two ways the inarticulate name into the conceivable perceptible cosmos to Einai with the articulate name into real and unordered cosmos To Gignesthai to Become and into ordered cosmos as well Cosmos The articulate being is the elementary form of the inarticulate one The elementary and articulate form eidos or gender species has the physical inclination to be summed up be accumulated towards creation synthesis and formation of the general and inarticulate form genos genus or race Examples The notion dynatos δυνατός or powerful represents the genus while on the one hand the powerful represents the species on the other hand the adynatos ἀ δύνατος or weak unpoweful expresses the elementary powerful the subspecies Other examples every adjectival form θρ ῆ σκος threskos religious ὁ θρ ῆ σκος ho threskos the religious ἂ θρησκος a threskos un religious θεός theos god ὁ θεός ho theos the god ἂ θεος a theos god less ν όμος nomos law ὁ νόμος the law ho nomos ἂ νομος a nomos un lawful μονός monos single ὁ μόνος ho monos the single ἂ μονος a monos un single λόγος logos reasonable ὁ λόγος ho logos the reasonable ἂ λογος a logos un reasonable τομός tomos being cut ὁ τομός ho tomos the being cut ἂ τομος a tomos being un cut Κόσμος Kosmos Cosmos ὁ Κόσμος ho Kosmos the Cosmos Ἂ κοσμος A kosmos un Cosmos δίκ αι ος dikaios right ὁ δίκαιος ho dik ai os the right ἂ δικος a dikos un right etc The athroistic law athristic or accumulative relation between positive and negative form of the name The inarticulate and articulate being while they are not coincided are connected via the accumulative law of the theory which is formulated as follows Great sum under conditions too of negative steretic and positive forms accumulative collective of the being species eide είδη is equivalent or is identified also in the limit with the being herself in his inarticulate form race genus γένος In symbolic terms the law is expressed as follows α Λ Σ α Λ Λ where the alpharithm α 1 is the least article giving the negative form of the being and Λ is the lexarithmos name or word in her articulate form Models Note The atom of the matter according to the negative form of the being and the present law is deprived of cutting it is not cut not divided because it has by nature depicted a monodrom motion not reversed Many atoms when their numerous reach the critical number under condition as well the notion of the athroistic or accumulative law are cut This cutting splitting consists the splitting of the atom Consequently it would be more accurate to say The splitting of the atoms We speak about physical process in which man dos not intervene interfere But through man s intervention the intelligence of whom surpasses her exceeds in her parts the critical number which will cause generate induce the splitting of the atoms remains unchanged immutable Besides splitting of one only atom as powerless das not have so significance In a wide sense In Hellenic language with the name word atom is meant the social and the genetic one βιομονάς viomonas DNA the double and complement helix too The athroistic law continues to be valid and the extracted outcomes in any case from its application may be The social atom is not split off but a great number of social atoms under conditions causes their splitting Under the notion social atom the undivided personality is meant of every atom person in one social unity which is held as long as that sum the number the numerous is less than the critical numbe r When the sum or this numerous reach the critival number then occurs splitting and man is divided looses his personality and turns to a non man inhuman The one genetic atom is not split of namely every atom is defined through its genetic code which is unique But if in a test tube the sum of genetic cods of the same kind uniformed reach the critical number then the genetic code the viomonas the DNA is split into its component elements genes In the present case the extensions and consequences of the spitting may be not controlled 1 It is probable a automatic recomposition rearrangement of the split human code into a new form of genetic code which will produce a new specie or new species as well 2 Possibly man may be master of the whole structure of the genetic cod and capable to recompose and create a new genetic cod a new man Aphorism Every intervention in a physical process breeds dangers Aitema 2B the similarity

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Open archived version from archive - Τιμοκατάλογος

ΕΧΕΙ ΕΞΑΝΤΛΗΘΗ Λάρισα 1987 1 η 1999 2α 162 960 7715 18 7 960 7715 20 9 00 6 Η ΛΕΞΑΡΙΘΜΙΚΗ ΘΕΩΡΙΑ Ἡ Γλῶσσα τῶν Γλωσσῶν Βιβλίον 30 00 Λάρισα 1989 448 00 7 ΕΥΡΩ ΕΛΛΑΣ ἡ Εὐρεῖα Ἑλλάς Εφημερίς ΔΕΝ ΚΥΚΛΟΦΟΡΕΙ Λάρισα 1990 2000 40 φύλλα 00 8 Η ΔΙΑΧΡΟΝΙΚΟΤΗΣ ΤΗΣ ΕΛΛΗ ΝΙΚΗΣ ΓΛΩΣΣΗΣ Ἡ Ὁμοία Μεταβολή τῆς Πρωτογλώσσης Βιβλίον 15 00 Λάρισα 1998 178 00 9 ΠΡΟΕΛΕΥΣΙΣ ΤΩΝ ΜΑΚΕΔΟ ΝΩΝ Διά ταῆς Λεξαριθμικῆς Θεωρίας Βιβλίον 20 00 Λάρισα 1999 304 960 7715 18 7 0 10 ΕΛΛΗΝΟΓΕΝΕΙΑ ΛΑΩΝ ΚΑΙ ΓΛΩΣΣΩΝ Το Ἑλληνοπρεπές Γονίδιον Ηέλλην Βιβλίον 25 00 Λάρισα 2000 Ἑλλ Λόγος 414 960 7715 21 7 011 ΜΑΘΗΜΑΤΙΚΑ ΓΕΝΙΚΑ ΚΑΙ ΠΙΣΤΩΤΙΚΑ Μετ Ἐφαρμογῶν στήν Οἰκονομίαν καί Διοίκησην Βιβλίον 25 00 Λάρισα 2001 Ἑλλ Λόγος 400 960 7715 23 3 012 ΣΤΑΤΙΣΤΙΚΗ ΕΠΙΧΕΙΡΗΣΕΩΝ Βιβλίον 25 00 Λάρισα 2005 Ἑλλ Λόγος 388 960 7715 22 5 01 3 ΚΟΣΜΟΛΩΣΣΑ Τό Λεξαριθμικόν Λεξικόν τῆς Ἑλληνικῆς Γλώσσης ἀρχαία νέα μορφή 256 000 λέξεις Λεξικόν Σύστημα MS DOS ΕΧΕΙ ΑΠΟΣΥΡΘΗ 01 4 ΤΡΙΓΩΝΙΣΜΟΣ ΤΟΥ ΕΛΛΗΝΙΚΟΥ ΚΟΣΜΟΥ 106 Χάρται Γεωδαιτικοί Χάρται ΔΕΝ ΚΥΚΛΟΦΟΡΟΥΝ Λάρισα 2002 Διαστ 90Χ60 960 77 7715 01 5 ΤΕΧΝΟΛΟΓΙΑ ΤΩΝ ΕΛΛΗΝΩΝ Πτυχιακή Εργασία ΔΕΝ ΚΥΚΛΟΦΟΡΕΙ Λάρισα 2001 700 01 6 ΤΕΧΝΟΛΟΓΙΑ ΤΩΝ ΕΛΛΗΝΩΝ 1841 εἰκόνες Σύμπακτος δίσκος CD 5 00 Λάρισα 2003 960 7715 10 5 01 7 Η ΜΥΣΤΙΚΗ ΑΡΧΑΙΟΕΛΛΗΝΙΚΗ ΤΕΧΝΟΛΟΓΙΑ Το Μοναδικόν Θαῦμα Τρεις τόμοι 21 00 Θεσ λονίκη 200 3 Εκδ Κάδμος 348 324 364 960 8184 52 5 960 8184 53 3 960 8184 54 1 018 ΟΥΡΑΝΙΟΣ ΑΣΤΡΟΘΕΣΙΑ ΙΕΡΩΝ ΚΑΙ ΝΑΩΝ ΤΟΥ ΕΛΛΗΝΙΚΟΥ ΚΟΣΜΟΥ Βιβλίον ΕΧΕΙ ΕΞΑΝΤΛΗΘΗ Λάρισα 2003 Ἑλλ Λόγος 360 960 7715 71 3 019 ΤΟ DNA ΟΜΙΛΕΙ ΕΛΛΗΝΙΚΑ Πλατωνικοί Διάλογοι Βιβλίον 25 00 Λάρισα 2006 Ἑλλ Λόγος 288 960 7715 73 Χ 0 20 ΤΟ ΙΣΟΨΗΦΙΚΟΝ ΛΕΞΙΚΟΝ ΤΗΣ ΕΛΛΗΝΙΚΗΣ ΓΛΩΣΣΗΣ Κλειδί διά

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Open archived version from archive - Curriculum Vitae

the periodical publications ΠΑ Μ Μ Ε ΓΑΣ ΠΑ γκόσμιος Μ αθηματική Μ ελέτη Ε λληνικῆς Γ λώσσ ΑΣ PAMMEGAS PA ngosmios M athematical M elete Study of H E llenic G loss AS of Languge and ΕΥΡΩΕΛΛΑΣ Εὐρεῖα Ελλάς UROHELLAS Wide Greece for the awake of the Neo Hellenes Greeks and the reconnection with the their very old roots From the year 1976 also through lectures workshops and conferences of every range radio and televizion broadcasts and interviews declars and demostrates the universality pangosmiotes of the Hellenic Language the maternity and the hellenic origin of all people and languages His works Α Secondary Education η Two volums of Educational Psycology Effective Teaching Know your Teacher Therapeutic Action Know your Pupil Β Higher Education Business Statistics Mathematics General and Credit with applications in Economy and Management Γ Research of the Hellenism Λεξαριθμικόν Λεξικόν τῆς Ἑλληνικῆς Γλώσσης Lexarithmikon Lexicon tes Hellenikes Glossas Language Manuscript 22 volums Unpublished Η Διαλεκτική τῶν Ἰδεών Κόσμος Γνώση καί Γλῶσσα Πορίσματα Λεξαριθμικῆς Θεωρίας He Dialektice ton Ideon of Ideas Cosmos Gnose Knowledge kai Glossa Language Porismata conclution Lexarithmikes Theorias theory Η Λεξαριθμική Θεωρία Η Γλώσσα των Γλωσσών He Lexarithmike Theoria Theory He Glossa Language ton Glosson of Languages Η Διαχρονικότης της Ελληνικής Γλώσσης Ἡ Ὁμοία Μεταβολή He Diacronikotes Diacronic tes Hellenkes Glosses Language He Omoia Similar Metabole Change Ἡ Προέλευσις τῶν Μακεδόνων Διά τῆς Λεξαριθμικῆς Θεωρίας He proeleusis descent ton Makedonon Macedons dia Via tes Lexaritmikes Theorias Theory Ελληνογένεια Λαών και Γλωσσών Tό Ἑλληνοπρεπές γονίδιον Ηέλλην Ellenogeneia of hellenic genus Laon of People and Glosson of Languages To Hellenoprepes becomin a Hellen a Greek gene Hellen Greek Τεχνολογία των Ελλήνων Πτυχιακή Εργασία Κ Μ Μαρκάτος Δ Παπαγεωργίου Ptychiake graduate herhasia work K M Markatos D Papageorgiou Τεχνολογία των Ελλήνων CD Κ Μ Μαρκάτος Δ Παπαγεωργίου Technologia

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Open archived version from archive - OMOCENTR HIEROTHESY OF GREECE

of 264 archaeological sites via Satellites Book to be issued under the publishing CADMOS Thessalonike 2015 Why Believers of every new religion either homogeneous or allogenic and mind build their holy always in the same places And if we go back in time are the gods kathierosantes for first wearing the positions of cultic sanctuaries and determine the law which must be di Thereafter these together once and for all Aristotle answered directly and categorically THE first question The Greek gods were each smothetes sacred and their positions in the Greek world of three continents at a minimum And what was the law where diipe and must be strictly governing the creation of new sanctuaries or reinvention Palace was destroyed or disappeared The answer gives This book The law coincides with concentric hierothesion delivery that is sacred cities in concentric regions Rd pro by a temple which is taken as the center of the regions Professor Brand under the five year research program at TEI of Larissa periigoumenos entire KU rios Greece recorded by satellite through thesiolavou GPS positions geographical coordinates 264 Hieron town ancient logical sites and through complex procedures produced them button nakes concentric their ierothesias Beyond that

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Open archived version from archive - ΠΡΟΣΟΜΟΙΩΣΗ ΤΟΥ DNA ΜΕΤΗΝ ΜΑΘΗΜΑΤΙΚΗΝ ΔΟΜΗΝ ΤΗΣ ΕΛΛΗΝΙΚΗΣ ΓΛΩΣΣΗΣ

protected from spambots You need JavaScript enabled to view it οργανώνει διάλεξη στην αίθουσαν διαλέξε ών του την Τρίτην 21 04 2015 και ώραν 7 45 μμ με ομιλητήν τον καθηγητήν ΤΕΙ Κοσμάν Μιλτ Μαρκάτον και θέμα ΠΡΟΣΟΜΟΙΩΣΗ ΤΟΥ DNA ΜΕ ΤΗΝ ΜΑΘΗΜΑΤΙΚΗΝ ΔΟΜΗΝ ΤΗΣ ΕΛΛΗΝΙΚΗΣ ΓΛΩΣΣΗΣ Είσοδος ελευθέρα Σημ Η διάλεξη θα γίνεται με προβολήν ηλεκτρονικών διαφανειών Περίληψη Έχει δειχθεί στή Λεξαριθμική θεωρία ότι η ακολουθία Fibonacci 1 1 2 3 5 8 13 21 34 55 η δίδουσα στο όριον στη ρητή κλασματική της μορφή τον χρυσόν αριθμόν Φ 1 Ö 5 2 1 618039 συνίσταται εκ δύο διακεκριμένων συμπληρωματικών υπακολουθιών περιττής και άρτίας τάξεως εκάστη των οποίων φέρει το ήμισυ ελλειπές όριον Καθ όμοιον τρόπον η ακολουθία των τετράδων των νουκλεϊκών βάσεων ATGC ATGC ATGC των δύο ελίκων του DNA δεσοξυριβοζονουκλεϊκού οξέος συνίσταται εκ δύο συμπληρωματικών υπακολουθιών περιττής και αρτίας τάξεως εκάστη των οποίων φέρει το ήμισυ γενετικόν μήνυμα Ο Φ είναι εκείνος που συνδέει τίς διακεκριμένες οντότητες και ενεργοποιεί την συμπληρωματικότητα Η Ελληνική γλώσσα αποτελείται εξ ακολουθιών λέξεων αριθμών τύπου Fibonacci ανηκουσών σε γενεαλογικά δένδρα εννοιών εκάστη των οποίων συνίσταται εκ δύο συμπληρωματικών υπακολουθιών Λ μ και Λ ν περιττής και αρτίας τάξεως αντιστοίχως με τις

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