Bibliotheca Arnamagnæana - 01.06.1999, Qupperneq 234

Bibliotheca Arnamagnæana - 01.06.1999, Qupperneq 234
214 Part Two non, he calculates deviations from a supposed norm, which is based on the purely theoretical assumption that occurrences of the phenomenon in question are equally distributed within the corpus. Secondly, the ob- served deviations are divided by theoretical standard deviation,1 * * * * * 7 thus obtaining a “reduced deviation” (écart réduit), which in its tum may serve as a base for classification (Muller 1968: 93-94; cf. 1981: 135-36). The effect of this operation is an increase in the deviation ob- served in long texts, at the expense of the deviation in shorter texts, which are “anonymized” by being removed in the direction of the ex- pected norm. In this way the risk of getting extreme deviations merely as a result of the uncertainty brought about by the shortness of a text is reduced. According to Muller, “this method can be used in comparing the frequency of some lexical units in one text with the frequency of the same units in another corpus, taken as a point of reference”,8 which is exactly our case, where the frequency of the particle in Eddie texts is compared to the frequencies in skaldic poetry taken as a reference cor- pus. Table 6 sets out the names of “major” skalds (or the name of the poem in cases where the identity of the poet is unknown or uncertain) ranked according to their age. Furthermore, the table lists the observed (obs.) and expected (exp.) number of particles, the factual deviation between these values (dev.), the deviation reduced by Muller’s method (red. dev.), and, finally, rank according to frequency of particle.9 1 Theoretical standard deviation, er, is calculated according to the following formula: cr = Vnpq, where p is the probability of the occurrence of a certain event, q is the probability that it does not occur (p + q = 1), and n is the number of trials. In the case of the occurrence of the particle in skaldic poems, p is the probability that a chosen skaldic verse contains one occurrence of the particle (the possibility of more than one particle in any one verse having been discarded). It should be noted that according to Muller the method does not work perfeetly when p is very small, as it is here (Muller 1968: 66). I am unable to assess the importance of this objection, however. 8 “Cette méthode peut s’appliquer å la comparaison entre la fréquence des vocables dans un texte et la fréquence des mémes unités lexicales dans un corpus pris comme référence” (Muller 1968: 94; cf. 1981: 136). 9 When skalds are assigned to identical periods of time, the table gives the arithmetical mean of the ranks in question. Thus, the contemporaneous skalds Holmgpngu-Bersi and VIga-Glumr are both assigned the rank 6.5, which is the mean of ranks 6 and 7; Glumr Geirason and Gisli Sursson receive the rank 8.5, which is the mean of ranks 8 and 9, etc.
Qupperneq 1
Qupperneq 2
Qupperneq 3
Qupperneq 4
Qupperneq 5
Qupperneq 6
Qupperneq 7
Qupperneq 8
Qupperneq 9
Qupperneq 10
Qupperneq 11
Qupperneq 12
Qupperneq 13
Qupperneq 14
Qupperneq 15
Qupperneq 16
Qupperneq 17
Qupperneq 18
Qupperneq 19
Qupperneq 20
Qupperneq 21
Qupperneq 22
Qupperneq 23
Qupperneq 24
Qupperneq 25
Qupperneq 26
Qupperneq 27
Qupperneq 28
Qupperneq 29
Qupperneq 30
Qupperneq 31
Qupperneq 32
Qupperneq 33
Qupperneq 34
Qupperneq 35
Qupperneq 36
Qupperneq 37
Qupperneq 38
Qupperneq 39
Qupperneq 40
Qupperneq 41
Qupperneq 42
Qupperneq 43
Qupperneq 44
Qupperneq 45
Qupperneq 46
Qupperneq 47
Qupperneq 48
Qupperneq 49
Qupperneq 50
Qupperneq 51
Qupperneq 52
Qupperneq 53
Qupperneq 54
Qupperneq 55
Qupperneq 56
Qupperneq 57
Qupperneq 58
Qupperneq 59
Qupperneq 60
Qupperneq 61
Qupperneq 62
Qupperneq 63
Qupperneq 64
Qupperneq 65
Qupperneq 66
Qupperneq 67
Qupperneq 68
Qupperneq 69
Qupperneq 70
Qupperneq 71
Qupperneq 72
Qupperneq 73
Qupperneq 74
Qupperneq 75
Qupperneq 76
Qupperneq 77
Qupperneq 78
Qupperneq 79
Qupperneq 80
Qupperneq 81
Qupperneq 82
Qupperneq 83
Qupperneq 84
Qupperneq 85
Qupperneq 86
Qupperneq 87
Qupperneq 88
Qupperneq 89
Qupperneq 90
Qupperneq 91
Qupperneq 92
Qupperneq 93
Qupperneq 94
Qupperneq 95
Qupperneq 96
Qupperneq 97
Qupperneq 98
Qupperneq 99
Qupperneq 100
Qupperneq 101
Qupperneq 102
Qupperneq 103
Qupperneq 104
Qupperneq 105
Qupperneq 106
Qupperneq 107
Qupperneq 108
Qupperneq 109
Qupperneq 110
Qupperneq 111
Qupperneq 112
Qupperneq 113
Qupperneq 114
Qupperneq 115
Qupperneq 116
Qupperneq 117
Qupperneq 118
Qupperneq 119
Qupperneq 120
Qupperneq 121
Qupperneq 122
Qupperneq 123
Qupperneq 124
Qupperneq 125
Qupperneq 126
Qupperneq 127
Qupperneq 128
Qupperneq 129
Qupperneq 130
Qupperneq 131
Qupperneq 132
Qupperneq 133
Qupperneq 134
Qupperneq 135
Qupperneq 136
Qupperneq 137
Qupperneq 138
Qupperneq 139
Qupperneq 140
Qupperneq 141
Qupperneq 142
Qupperneq 143
Qupperneq 144
Qupperneq 145
Qupperneq 146
Qupperneq 147
Qupperneq 148
Qupperneq 149
Qupperneq 150
Qupperneq 151
Qupperneq 152
Qupperneq 153
Qupperneq 154
Qupperneq 155
Qupperneq 156
Qupperneq 157
Qupperneq 158
Qupperneq 159
Qupperneq 160
Qupperneq 161
Qupperneq 162
Qupperneq 163
Qupperneq 164
Qupperneq 165
Qupperneq 166
Qupperneq 167
Qupperneq 168
Qupperneq 169
Qupperneq 170
Qupperneq 171
Qupperneq 172
Qupperneq 173
Qupperneq 174
Qupperneq 175
Qupperneq 176
Qupperneq 177
Qupperneq 178
Qupperneq 179
Qupperneq 180
Qupperneq 181
Qupperneq 182
Qupperneq 183
Qupperneq 184
Qupperneq 185
Qupperneq 186
Qupperneq 187
Qupperneq 188
Qupperneq 189
Qupperneq 190
Qupperneq 191
Qupperneq 192
Qupperneq 193
Qupperneq 194
Qupperneq 195
Qupperneq 196
Qupperneq 197
Qupperneq 198
Qupperneq 199
Qupperneq 200
Qupperneq 201
Qupperneq 202
Qupperneq 203
Qupperneq 204
Qupperneq 205
Qupperneq 206
Qupperneq 207
Qupperneq 208
Qupperneq 209
Qupperneq 210
Qupperneq 211
Qupperneq 212
Qupperneq 213
Qupperneq 214
Qupperneq 215
Qupperneq 216
Qupperneq 217
Qupperneq 218
Qupperneq 219
Qupperneq 220
Qupperneq 221
Qupperneq 222
Qupperneq 223
Qupperneq 224
Qupperneq 225
Qupperneq 226
Qupperneq 227
Qupperneq 228
Qupperneq 229
Qupperneq 230
Qupperneq 231
Qupperneq 232
Qupperneq 233
Qupperneq 234
Qupperneq 235
Qupperneq 236
Qupperneq 237
Qupperneq 238
Qupperneq 239
Qupperneq 240
Qupperneq 241
Qupperneq 242
Qupperneq 243
Qupperneq 244
Qupperneq 245
Qupperneq 246
Qupperneq 247
Qupperneq 248
Qupperneq 249
Qupperneq 250
Qupperneq 251
Qupperneq 252
Qupperneq 253
Qupperneq 254
Qupperneq 255
Qupperneq 256
Qupperneq 257
Qupperneq 258
Qupperneq 259
Qupperneq 260
Qupperneq 261
Qupperneq 262
Qupperneq 263
Qupperneq 264
Qupperneq 265
Qupperneq 266
Qupperneq 267
Qupperneq 268
Qupperneq 269
Qupperneq 270
Qupperneq 271
Qupperneq 272
Qupperneq 273
Qupperneq 274
Qupperneq 275
Qupperneq 276
Qupperneq 277
Qupperneq 278
Qupperneq 279
Qupperneq 280
Qupperneq 281
Qupperneq 282
Qupperneq 283
Qupperneq 284
Qupperneq 285
Qupperneq 286
Qupperneq 287
Qupperneq 288
Qupperneq 289
Qupperneq 290
Qupperneq 291
Qupperneq 292
Qupperneq 293
Qupperneq 294
Qupperneq 295
Qupperneq 296
Qupperneq 297
Qupperneq 298
Qupperneq 299
Qupperneq 300
Qupperneq 301
Qupperneq 302
Qupperneq 303
Qupperneq 304
Qupperneq 305
Qupperneq 306
Qupperneq 307
Qupperneq 308
Qupperneq 309
Qupperneq 310
Qupperneq 311
Qupperneq 312
Qupperneq 313
Qupperneq 314
Qupperneq 315
Qupperneq 316
Qupperneq 317
Qupperneq 318
Qupperneq 319
Qupperneq 320
Qupperneq 321
Qupperneq 322
Qupperneq 323
Qupperneq 324
Qupperneq 325
Qupperneq 326
Qupperneq 327
Qupperneq 328
Qupperneq 329
Qupperneq 330
Qupperneq 331
Qupperneq 332
Qupperneq 333
Qupperneq 334
Qupperneq 335
Qupperneq 336
Qupperneq 337
Qupperneq 338
Qupperneq 339
Qupperneq 340
Qupperneq 341
Qupperneq 342
Qupperneq 343
Qupperneq 344
Qupperneq 345
Qupperneq 346
Qupperneq 347
Qupperneq 348
Qupperneq 349
Qupperneq 350
Qupperneq 351
Qupperneq 352
Qupperneq 353
Qupperneq 354
Qupperneq 355
Qupperneq 356
Qupperneq 357
Qupperneq 358
Qupperneq 359
Qupperneq 360
Qupperneq 361
Qupperneq 362
Qupperneq 363
Qupperneq 364
Qupperneq 365
Qupperneq 366
Qupperneq 367
Qupperneq 368
Qupperneq 369
Qupperneq 370
Qupperneq 371
Qupperneq 372
Qupperneq 373
Qupperneq 374
Qupperneq 375
Qupperneq 376
Qupperneq 377
Qupperneq 378
Qupperneq 379
Qupperneq 380
Qupperneq 381
Qupperneq 382
Qupperneq 383
Qupperneq 384
Qupperneq 385
Qupperneq 386
Qupperneq 387
Qupperneq 388
Qupperneq 389
Qupperneq 390
Qupperneq 391
Qupperneq 392
Qupperneq 393
Qupperneq 394
Qupperneq 395
Qupperneq 396
Qupperneq 397
Qupperneq 398
Qupperneq 399
Qupperneq 400

x

Bibliotheca Arnamagnæana

Direct Links

Hvis du vil linke til denne avis/magasin, skal du bruge disse links:

Link til denne avis/magasin: Bibliotheca Arnamagnæana
https://timarit.is/publication/1655

Link til dette eksemplar:

Link til denne side:

Link til denne artikel:

Venligst ikke link direkte til billeder eller PDfs på Timarit.is, da sådanne webadresser kan ændres uden advarsel. Brug venligst de angivne webadresser for at linke til sitet.