Mudanças entre as edições de "Resultados de Pesquisa 2"
(New page: ==== ''Tabela x.y.z'' ==== ---- {| border=0 width="100%" |- |width="40%"| '''Core''': VS |width="40%"| '''Função para o cálculo dos pesos dos termos (PT)''': TF |width="...) |
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− | ==== ''Tabela | + | ==== ''Tabela 1.2.8'' ==== |
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{| border=0 width="100%" | {| border=0 width="100%" | ||
Linha 26: | Linha 26: | ||
{| border=1 width="100%" | {| border=1 width="100%" | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''EXP.''' |
− | | width=" | + | | width="10%" | 1.1.1.1 |
− | | width=" | + | | width="10%" | 1.1.1.2 |
− | | width=" | + | | width="10%" | 1.1.1.3 |
− | | width=" | + | | width="10%" | 1.1.1.4 |
− | | width=" | + | | width="10%" | 1.1.1.5 |
− | | width=" | + | | width="10%" | 1.1.1.6 |
− | | width=" | + | | width="10%" | 1.1.1.7 |
− | | width=" | + | | width="10%" | 1.1.1.8 |
<!--next_exp--> | <!--next_exp--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" valign="middle"| '''Dados de Treino'''<br />'''{TTV Limites}''' |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
<!--next_dados_treino--> | <!--next_dados_treino--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" valign="middle" | '''Dados de Teste'''<br />'''{TTV Limites}''' |
− | | width=" | + | | width="10%" | TTV_DVS1_OBJS 0 3280 |
− | | width=" | + | | width="10%" | TTV_DVS1_OBJS 0 3280 |
− | | width=" | + | | width="10%" | TTV_DVS1_OBJS 0 3280 |
− | | width=" | + | | width="10%" | TTV_DVS1_OBJS 0 3280 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
− | | width=" | + | | width="10%" | TTV_DVS1_OBJS 0 3280 |
<!--next_dados_teste--> | <!--next_dados_teste--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Nível de Teste''' |
− | | width=" | + | | width="10%" | SUBCLASSE |
− | | width=" | + | | width="10%" | SUBCLASSE |
− | | width=" | + | | width="10%" | SUBCLASSE |
− | | width=" | + | | width="10%" | SUBCLASSE |
− | | width=" | + | | width="10%" | CLASSE |
− | | width=" | + | | width="10%" | GRUPO |
− | | width=" | + | | width="10%" | DIVISAO |
− | | width=" | + | | width="10%" | SECAO |
<!--next_nivel_teste--> | <!--next_nivel_teste--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Revisão do SCAE''' |
− | | width=" | + | | width="10%" | 999 |
− | | width=" | + | | width="10%" | 999 |
− | | width=" | + | | width="10%" | 999 |
− | | width=" | + | | width="10%" | 999 |
− | | width=" | + | | width="10%" | 999 |
− | | width=" | + | | width="10%" | 999 |
− | | width=" | + | | width="10%" | 999 |
− | | width=" | + | | width="10%" | 999 |
<!--next_revisao_scae--> | <!--next_revisao_scae--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''One Error''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_one_error--> | <!--next_one_error--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Ranking Loss''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_ranking_loss--> | <!--next_ranking_loss--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Average Precision''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_average_precision--> | <!--next_average_precision--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''R-Precision''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_r-precision--> | <!--next_r-precision--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Hamming Loss''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_hamming_loss--> | <!--next_hamming_loss--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Microaveraging Precision''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_microaveraging_precision--> | <!--next_microaveraging_precision--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Macroaveraging Precision''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_macroaveraging_precision--> | <!--next_macroaveraging_precision--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Microaveraging Recall''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_microaveraging_recall--> | <!--next_microaveraging_recall--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Macroaveraging Recall''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_macroaveraging_recall--> | <!--next_macroaveraging_recall--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Microaveraging F1''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_microaveraging_f1--> | <!--next_microaveraging_f1--> | ||
|- align="center" valign="top" | |- align="center" valign="top" | ||
− | | width=" | + | | width="20%" align="left" | '''Macroaveraging F1''' |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
− | | width=" | + | | width="10%" | 0,777777 |
<!--next_macroaveraging_f1--> | <!--next_macroaveraging_f1--> | ||
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Edição das 08h38min de 13 de maio de 2008
Tabela 1.2.8
Core: VS | Função para o cálculo dos pesos dos termos (PT): TF | PFS: 10000 |
Dicionário: DICIONARIO_SUBCLASSE | CGD: "art. conj. contr. interj. prep. pron." | |
Tamanhos dos lexicons:
|
Constantes (class_cnae.con):
|
EXP. | 1.1.1.1 | 1.1.1.2 | 1.1.1.3 | 1.1.1.4 | 1.1.1.5 | 1.1.1.6 | 1.1.1.7 | 1.1.1.8 |
Dados de Treino {TTV Limites} |
TTV_C1S_DESC 0 1182 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 |
Dados de Teste {TTV Limites} |
TTV_DVS1_OBJS 0 3280 | TTV_DVS1_OBJS 0 3280 | TTV_DVS1_OBJS 0 3280 | TTV_DVS1_OBJS 0 3280 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_C1S_DESC 0 1182 TTV_DVS1_OBJS 0 1639 | TTV_DVS1_OBJS 0 3280 |
Nível de Teste | SUBCLASSE | SUBCLASSE | SUBCLASSE | SUBCLASSE | CLASSE | GRUPO | DIVISAO | SECAO |
Revisão do SCAE | 999 | 999 | 999 | 999 | 999 | 999 | 999 | 999 |
One Error | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Ranking Loss | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Average Precision | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
R-Precision | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Hamming Loss | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Microaveraging Precision | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Macroaveraging Precision | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Microaveraging Recall | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Macroaveraging Recall | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Microaveraging F1 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |
Macroaveraging F1 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 | 0,777777 |