Lemma:suus (PN)

From Capit Wiki
Jump to: navigation, search

Lemma
Name suus
Part of Speech PN
SyntacticWords 43
Frequency Class 2
Frequency 2990
Text Frequency 273
Inverse Document Frequency 1.1245421245421245
Wiktionary suus

Morphology

form case gender number pos
sua ablative feminine singular PN
sua nominative neuter plural PN
sua accusative neuter plural PN
sua nominative feminine singular PN
suae dative feminine singular PN
suae genitive feminine singular PN
suae nominative feminine plural PN
suaeque dative feminine singular PN
suaeve genitive feminine singular PN
suam accusative feminine singular PN
suamque accusative feminine singular PN
suaque ablative feminine singular PN
suarum genitive feminine plural PN
suas accusative feminine plural PN
sue dative feminine singular PN
sue genitive feminine singular PN
sui nominative masculine plural PN
sui genitive masculine singular PN
sui genitive neuter singular PN
sui genitive feminine singular PN
suimet genitive masculine singular PN
suique nominative masculine plural PN
suis ablative feminine plural PN
suis dative masculine plural PN
suis ablative neuter plural PN
suis ablative masculine plural PN
suis dative feminine plural PN
suis dative neuter plural PN
suisque ablative masculine plural PN
suo ablative masculine singular PN
suo dative masculine singular PN
suo ablative neuter singular PN
suo dative neuter singular PN
suoque ablative masculine singular PN
suorum genitive neuter plural PN
suorum genitive masculine plural PN
suorumque genitive masculine plural PN
suos accusative masculine plural PN
suosque accusative masculine plural PN
suum accusative neuter singular PN
suum accusative masculine singular PN
suum nominative neuter singular PN
suus nominative masculine singular PN

Paradigmatic Similarity (Word2Vec)

Graph View

{"nodes":[{"color":"#C0C0C0","size":1.5305938724834527,"name":"paternus (ADJ)","href":"/index.php/Lemma:paternus_(ADJ)"},{"color":"#C0C0C0","size":1.7239672029591189,"name":"proprius (ADJ)","href":"/index.php/Lemma:proprius_(ADJ)"},{"color":"#C0C0C0","size":1.6053724002043264,"name":"noster (PN)","href":"/index.php/Lemma:noster_(PN)"},{"color":"#C0C0C0","size":1.5519426325090055,"name":"proprium (NN)","href":"/index.php/Lemma:proprium_(NN)"},{"color":"#C0C0C0","size":1.5084985964221946,"name":"sui (PN)","href":"/index.php/Lemma:sui_(PN)"},{"color":"#C0C0C0","size":1.9122546363379063,"name":"suo (V)","href":"/index.php/Lemma:suo_(V)"},{"color":"#C0C0C0","size":1.8646000712991109,"name":"suum (NN)","href":"/index.php/Lemma:suum_(NN)"},{"color":"#FD482F","size":2,"name":"suus (PN)","href":"/index.php/Lemma:suus_(PN)"},{"color":"#C0C0C0","size":1.6811843897344487,"name":"is (PN)","href":"/index.php/Lemma:is_(PN)"},{"color":"#C0C0C0","size":1.9618412790560615,"name":"suus (NN)","href":"/index.php/Lemma:suus_(NN)"}],"edges":[{"source":4,"value":0.3656864369368942,"target":3},{"source":8,"value":0.3025735252875433,"target":3},{"source":6,"value":0.6657408898229694,"target":9},{"source":8,"value":0.4910203269954348,"target":4},{"source":0,"value":0.3554713895325513,"target":6},{"source":2,"value":0.6053724002043264,"target":7},{"source":8,"value":0.3070304940524339,"target":1},{"source":1,"value":0.29521182529838785,"target":4},{"source":0,"value":0.2738071925793969,"target":9},{"source":1,"value":1,"target":3},{"source":8,"value":0.6811843897344487,"target":7},{"source":6,"value":0.8052404249486179,"target":5},{"source":2,"value":0.31805184332317954,"target":1},{"source":7,"value":0.5519426325090054,"target":3},{"source":7,"value":0.5084985964221947,"target":4},{"source":5,"value":0.5848756734894935,"target":9},{"source":0,"value":0.3161328169880912,"target":5},{"source":1,"value":0.723967202959119,"target":7},{"source":2,"value":0.259792650511195,"target":8},{"source":2,"value":0,"target":4},{"source":2,"value":0.2235519613109099,"target":3},{"source":8,"value":0.5922112564036643,"target":9},{"source":4,"value":0.4033088914062408,"target":6},{"source":3,"value":0.6089999647176648,"target":6},{"source":3,"value":0.5448838129108519,"target":9},{"source":1,"value":0.49094094499915514,"target":0},{"source":7,"value":0.9122546363379062,"target":5},{"source":4,"value":0.3990110437545288,"target":9},{"source":8,"value":0.5028866809058042,"target":6},{"source":4,"value":0.06454113997191385,"target":0},{"source":1,"value":0.4608252368998902,"target":9},{"source":3,"value":0.4016566433484029,"target":0},{"source":2,"value":0.36229006812053743,"target":5},{"source":1,"value":0.5988681747553503,"target":6},{"source":8,"value":0.2987500261902321,"target":0},{"source":7,"value":0.9618412790560614,"target":9},{"source":4,"value":0.4295942123584712,"target":5},{"source":3,"value":0.4100121910284709,"target":5},{"source":2,"value":0.3603099703521066,"target":0},{"source":7,"value":0.8646000712991109,"target":6},{"source":8,"value":0.5063474009671628,"target":5},{"source":2,"value":0.4554886842667498,"target":9},{"source":1,"value":0.6592334160771454,"target":5},{"source":2,"value":0.28100486203117897,"target":6},{"source":7,"value":0.5305938724834526,"target":0}]}

List View

suus (NN), suo (V), suum (NN), proprius (ADJ), is (PN), noster (PN), proprium (NN), paternus (ADJ), sui (PN), pristinus (ADJ) (11798 entries total, list limited to 10)

Syntagmatic Similarity (Collocation)

Graph View

{"nodes":[{"color":"#C0C0C0","size":1.517015213283631,"name":"NUMERAL (NUM)","href":"/index.php/Lemma:NUMERAL_(NUM)"},{"color":"#C0C0C0","size":1.2937949076263662,"name":"si (KON)","href":"/index.php/Lemma:si_(KON)"},{"color":"#C0C0C0","size":1.2368412537813094,"name":"vel (KON)","href":"/index.php/Lemma:vel_(KON)"},{"color":"#C0C0C0","size":1.2260812048042595,"name":"ille (PN)","href":"/index.php/Lemma:ille_(PN)"},{"color":"#C0C0C0","size":1.2422218403809608,"name":"sui (PN)","href":"/index.php/Lemma:sui_(PN)"},{"color":"#FD482F","size":2,"name":"suus (PN)","href":"/index.php/Lemma:suus_(PN)"},{"color":"#C0C0C0","size":1.712658684716565,"name":"is (PN)","href":"/index.php/Lemma:is_(PN)"},{"color":"#C0C0C0","size":1.2145729870279924,"name":"de (AP)","href":"/index.php/Lemma:de_(AP)"},{"color":"#C0C0C0","size":1.215320418460097,"name":"ipse (PN)","href":"/index.php/Lemma:ipse_(PN)"},{"color":"#C0C0C0","size":1.4676347588421474,"name":"ad (AP)","href":"/index.php/Lemma:ad_(AP)"}],"edges":[{"source":7,"value":0.5153273437833983,"target":6},{"source":0,"value":0.18638163105181746,"target":3},{"source":0,"value":0.2410430854982568,"target":1},{"source":1,"value":0.3445875599066415,"target":3},{"source":9,"value":0.36275479954538137,"target":8},{"source":6,"value":0.44620913131920026,"target":4},{"source":7,"value":0.04446443697571203,"target":4},{"source":0,"value":0.15410439740974127,"target":8},{"source":1,"value":0.3838274072673952,"target":8},{"source":8,"value":0.1475769908575355,"target":3},{"source":2,"value":0.36358312892208866,"target":6},{"source":7,"value":0.24187139826018655,"target":2},{"source":0,"value":0.6861537102145149,"target":9},{"source":9,"value":0.42556973172997337,"target":3},{"source":1,"value":0.36729610770849636,"target":9},{"source":2,"value":0,"target":4},{"source":6,"value":0.7126586847165651,"target":5},{"source":7,"value":0.21457298702799246,"target":5},{"source":5,"value":0.24222184038096092,"target":4},{"source":2,"value":0.23684125378130932,"target":5},{"source":0,"value":0.6746569270613655,"target":2},{"source":2,"value":0.16205877998883975,"target":1},{"source":2,"value":0.04587942059526522,"target":3},{"source":8,"value":0.6810318935609421,"target":6},{"source":7,"value":0.0660550392567603,"target":8},{"source":9,"value":0.8397540717973838,"target":6},{"source":7,"value":0.36932813026210987,"target":9},{"source":9,"value":0.16508949644108575,"target":4},{"source":8,"value":0.055394983793088534,"target":4},{"source":2,"value":0.02602516574225954,"target":8},{"source":6,"value":0.6927752590917369,"target":3},{"source":1,"value":1,"target":6},{"source":0,"value":0.48143562117982797,"target":6},{"source":7,"value":0.11996938772801936,"target":1},{"source":7,"value":0.23735905197318014,"target":3},{"source":2,"value":0.21516051742116943,"target":9},{"source":0,"value":0.09542200742321871,"target":4},{"source":1,"value":0.17312129469770726,"target":4},{"source":3,"value":0.058665108013698904,"target":4},{"source":8,"value":0.21532041846009692,"target":5},{"source":9,"value":0.4676347588421475,"target":5},{"source":0,"value":0.517015213283631,"target":5},{"source":1,"value":0.2937949076263662,"target":5},{"source":5,"value":0.22608120480425953,"target":3}]}

Tabular View

ADJ ADV AP FM ITJ KON NE NN NUM PN PTK V XY
omnis non ad NON_LATIN o si Karolus episcopus NUMERAL is huiuscemodi habeo NON_WORD
debitus tamen de a vel Christus deus tres sui facio
sanctus ita per ecce aut Stephanus homo unus ille volo
iustus tunc cum sed Gregorius lex quatuor ipse possum
humanus quam secundum quod Nortmannus comes tertius hic debeo
divinus primum a ac Petrus voluntas primus noster dico
ceterus tam pro quia Maria honor duo nos scio
proprius sic ab atque Iulius regnum quintus alius accipio
bonus ibidem ex sicut Hispania res quartus idem quaero
legitimus videlicet sine vero Wenilo ecclesia vigesimus aliquis do

Concordance

2990 entries total, list limited to 10

Document Left Context Keyword Right Context
Text:(MGH Capitularia 1) - Interrogationes examinationis 12. Ut unusquisque filium suum litteras ad discendum mittat, et ibi cum omni sollicitudine permaneat usque dum bene instructus perveniat.
Text:(MGH Capitularia 2) - Hludowici regis Arelatensis electio Denique freti et tanta sublevati fiducia per Dei, ut credimus, voluntatem supradictum Ludovicum excellentissimi Bosonis regis filium elegimus atque in regem ungendum decrevimus iudicantes illum ad hoc dignum, cui praestantissimus Carolus imperator iam regiam concesserat dignitatem et Arnulphus, qui successor eius existit, per suum sceptrum perque suos sagacissimos legatos, Reoculfum videlicet episcopum et Bertaldum comitem, fautor regni auctorque in omnibus esse comprobatur.
Text:(MGH Capitularia 2) - Hludowici regis Arelatensis electio Denique freti et tanta sublevati fiducia per Dei, ut credimus, voluntatem supradictum Ludovicum excellentissimi Bosonis regis filium elegimus atque in regem ungendum decrevimus iudicantes illum ad hoc dignum, cui praestantissimus Carolus imperator iam regiam concesserat dignitatem et Arnulphus, qui successor eius existit, per suum sceptrum perque suos sagacissimos legatos, Reoculfum videlicet episcopum et Bertaldum comitem, fautor regni auctorque in omnibus esse comprobatur.
Text:(MGH Capitularia 2) - Hludowici regis Arelatensis electio His et aliis huiusmodi causis ab eo auditis reverendus dominus Stephanus apostolicus ad lacrimas usque compunctus tam verbis, quam scriptis generaliter ad omnes Galliarum cisalpinarum tam archiepiscopos, quam et reliquos venerabiles antistites directis suo sanctissimo commonuit hortatu, ut unanimes atque concordes omnes in Ludovico nepote quondam Ludovici gloriosissimi imperatoris consentientes hunc super populum Dei regem constituerent.
Text:(MGH Capitularia 2) - Hludowici regis Arelatensis electio Anno incarnationis dominicae DCCCXC, indictione VIII. religiosus atque satis venerabilis Bernoinus sacrae sedis Viennensis archiepiscopus pro quibusdam ecclesiae suae sive generalibus totius regni necessitatibus sedem adiens apostolicam consultu ipsius dominii apostolici, cui cura et sollicitudo instat omnium ecclesiarum, digno quoque suo relatu de perturbatione huius regni retulit, quomodo post gloriosissimi Karoli imperatoris obitum aliquamdiu sine rege et principe existens valde undiqueafflictaretur, non modo a propriis incolis, quos nulla dominationis virga cohercebat, sed etiam a paganis: quoniam ex una parte Normanni cuncta penitus devastantes insistebant, ex alia vero Sarrazeni Provinciam depopulantes terram in solitudinem redigebant.
Text:(MGH Capitularia 2) - Hludowici regis Arelatensis electio Anno incarnationis dominicae DCCCXC, indictione VIII. religiosus atque satis venerabilis Bernoinus sacrae sedis Viennensis archiepiscopus pro quibusdam ecclesiae suae sive generalibus totius regni necessitatibus sedem adiens apostolicam consultu ipsius dominii apostolici, cui cura et sollicitudo instat omnium ecclesiarum, digno quoque suo relatu de perturbatione huius regni retulit, quomodo post gloriosissimi Karoli imperatoris obitum aliquamdiu sine rege et principe existens valde undiqueafflictaretur, non modo a propriis incolis, quos nulla dominationis virga cohercebat, sed etiam a paganis: quoniam ex una parte Normanni cuncta penitus devastantes insistebant, ex alia vero Sarrazeni Provinciam depopulantes terram in solitudinem redigebant.
Text:(MGH Capitularia 2) - Pactum Karoli III. (32.) Et hoc stetit de Clugiensibus, ut revertantur per loca sua ad habitandum.
Text:(MGH Capitularia 2) - Pactum Karoli III. (27.) Placuit autem super haec omnia, ut missi domini imperatoris Karoli omni in tempore parati sint iustitias facere, ita ut unusquisque ex utraque parte suam pleniter recipiat iustitiam; et ipsi missi ad partem domini nostri, quicquid iussum fuerit, recipiant.
Text:(MGH Capitularia 2) - Pactum Karoli III. ipsum locum fuerit, infra dies VII licentiam habeat pignorare iudicem, qui in ipso tempore ordinatus fuerit, infra casam suam , quantum ipsum debitum fuerit; et ipsum pignus salvum sit usque ad supranominatas noctes.
Text:(MGH Capitularia 2) - Pactum Karoli III. (19.) Si quis inter partes causas habuerit, vadat semel vel bis cum epistola iudicis sui et, si ei iustitia minime facta fuerit infra dies XIV, si ipse homo, unde iustitia requiritur, infra

Orthographic Similarity

suus (NN) (1 entries total)

Feature Vectors

Paradigmatic Similarity (Word2Vec)

[0.492197,-0.465274,-0.172119,-0.700015,0.078653,-0.861943,0.555961,0.242432,0.510545,0.480631,0.510309,-0.43516,0.29333,1.720921,-2.667401,-1.086696,-0.673025,-1.561625,0.412091,-0.488079,0.266924,-0.097821,-1.065501,-0.083481,-0.80912,1.527645,-0.006662,0.599971,-1.416476,1.850319,-0.699784,0.498205,-1.220923,-0.988728,-0.801604,-0.54138,-0.803115,0.105409,-0.680075,-1.932353,-1.452831,-1.618827,0.263632,-0.944277,-0.721731,0.144778,-1.53492,-0.902044,-0.074482,2.068828,-0.909447,-0.645364,1.330955,2.061353,0.66232,1.661738,-1.842548,0.364829,0.852892,0.919087,-0.98697,1.052267,0.641636,0.119051,0.455158,0.773474,-0.971328,0.151155,-1.950114,-0.188697,-1.177976,-0.924307,1.038229,0.499752,0.24137,1.149978,-1.18768,-0.398267,-0.888211,-1.918541,0.050357,-0.411761,-1.549696,0.251134,-0.07022,0.936228,0.550782,0.035849,-1.270083,0.107959,-1.483508,-1.208757,0.358431,-0.482934,-0.330189,-0.228328,-0.673219,0.584012,-0.046015,-0.061454,-1.658484,0.202834,1.731378,0.146401,-0.630007,-0.715648,0.333826,2.032093,1.034705,-1.490912,0.468893,0.873421,0.815897,1.394734,0.338173,0.025568,-2.596946,0.48598,-0.560434,-1.904798,1.350028,-0.975545,-1.197938,3.371331,-0.18518,-0.248543,1.382613,1.108621,1.661423,0.108539,-1.032969,-1.059214,0.643814,0.293117,-0.018799,-0.185491,-1.321392,0.275886,0.854845,0.145605,-0.421041,-0.082474,-0.218826,0.143635,-1.441063,1.869446,0.104356,2.71858,-0.199158,-0.260798,0.576694,0.723013,-0.144551,-0.777648,-3.606807,0.828305,-0.306622,1.216199,0.758429,0.675568,-0.964389,-1.861979,-1.387366,-2.09915,0.162133,-0.838766,1.040059,1.382364,0.145868,-1.173674,0.033638,-2.144362,0.738598,-1.045958,-0.804945,0.235543,-2.067969,1.66965,0.468986,0.393925,1.563401,-1.441638,-2.665899,-2.451427,0.500439,0.552719,-1.568715,-2.691821,0.353439,0.021777,0.526028,-0.139736,-0.51248,2.033492,-1.036575,-0.229923,0.516721,0.730774,0.623653,0.584686]

Sentence Embedding

[0.029199,0.093991,0.106298,-8.54E-4,0.234472,-0.011605,-0.019457,0.186265,0.094262,0.11459,0.084467,-0.046707,0.041856,-0.004892,-0.176089,-0.216714,0.138959,-0.008382,0.090291,-0.09623,0.135884,0.097038,0.069199,-0.036764,0.001972,-0.012829,-0.002788,-0.113915,0.025071,0.019992,-0.126407,0.062558,-0.048492,0.004214,-0.200687,-0.014785,-0.019883,0.010364,0.018955,-0.018362,-0.058079,-0.093547,-0.091677,0.008409,0.193147,-0.10593,-0.131942,0.065689,0.047622,0.203526,0.078589,-0.231237,0.018245,-0.088353,-0.029352,-0.052932,0.008707,-0.06395,-0.129879,0.12266,-0.051951,-0.116008,0.098744,-0.101194,0.228188,-0.043443,-0.063876,0.001942,0.059716,0.018222,-0.029662,0.18897,-0.056276,-0.155423,-0.094228,-0.123422,-0.007826,0.12429,0.002882,-0.028427,0.145439,0.03987,0.009749,-0.134737,0.049941,-0.020048,0.010623,-0.14871,0.156833,-0.061099,-0.222946,-0.142549,-0.058361,-0.125152,0.180225,0.005191,0.065168,0.074592,-0.130065,0.033456,-0.005085,-0.089309,-0.079848,0.006556,-0.100549,-0.091493,-0.00861,-0.122018,0.07111,-0.004548,-0.01802,0.130851,0.201832,-0.034984,0.033401,-0.243185,0.018134,-0.241409,0.123412,-0.063251,0.016788,0.012963,-0.151783,-0.095841,-0.103043,-0.014736,0.024201,-0.045936,0.008047,-0.023012,0.030682,0.093299,0.206511,-0.22487,-0.047096,-0.063331,-0.045015,0.037868,0.077667,-0.028982,0.081361,-0.138989,0.016034,0.081464,-0.024339,0.046338,0.045291,0.084383,-0.062548,-0.317498,-0.149234,-0.089273,0.02875,0.0205,-0.018709,0.171828,-0.030033,-0.144164,0.00207,-0.092778,-0.077521,-0.066935,-0.082326,0.054593,-0.087847,0.018404,0.110065,0.085096,0.162483,-0.069596,-0.060371,-9.22E-4,0.108539,-0.055668,-0.010006,-0.009721,-0.145199,0.069032,0.085412,0.200724,0.145455,0.020153,0.106548,0.038412,-0.152764,-0.030662,0.094523,-0.176101,-0.077617,-0.117878,-0.10334,0.076565,-0.20245,-0.007442,-0.07086,0.030232,0.007576,-0.014829,0.071141,0.036188,-0.046624,0.168027,0.279867,-0.072146,-0.122745,-0.10056,0.036331,0.10153,-0.088122,0.032299,-0.056641,0.12809,-0.032257,0.110239,0.050042,0.15888,0.163961,-0.100925,0.081019,0.021195,-0.006612,-0.030863,0.127631,-0.135801,0.00445,-0.025415,-0.02768,0.059628,-0.081773,0.054742,0.027825,-0.013787,0.082553,-0.05403,-0.037622,-0.185147,0.053208,0.07623,0.059388,0.104296,-0.008071,0.029302,-0.083912,0.078013,-0.052045,-0.08679,0.245952,-0.001301,0.070615,0.172885,0.071412,0.018043,-0.11422,-0.04822,-0.03758,0.06755,0.029658,0.048757,0.135389,-0.162054,0.028711,0.093073,-0.153895,0.154841,-0.004582,-0.038046,0.08014,0.064576,0.105977,-0.077738,0.027897,0.00986,0.002906,0.11191,-0.046904,0.031994,0.113587,-0.171914,0.152051,0.070663,-0.088483,0.024421,-0.112914,0.020745,0.019675,-0.160637,0.080046,0.230554,-0.009792,0.123185,0.044719,-0.013838,0.01512,0.086489,-0.126321,0.071581,-0.040143,0.033472,-0.017265]