"tab_gjxkdm"
"Page "
"国家奖励办学科代码","国家奖励办学科名称"
1101780,"计算数论"
"110","数学"
"11011","数学史"
"11014","数理逻辑与数学基础"
"1101410","演绎逻辑学"
"1101420","证明论"
"1101430","递归论"
"1101440","模型论"
"1101450","公理集合论"
"1101460","数学基础"
"1101499","数理逻辑与数学基础其他学科"
"11017","数论"
"1101710","初等数论"
"1101720","解析数论"
"1101730","代数数论"
"1101740","超越数论"
"1101750","丢番图逼近"
"1101760","数的几何"
"1101770","概率数论"
"1101799","数论其他学科"
"11021","代数学"
"1102110","线性代数"
"1102115","群论"
"1102120","域论"
"1102125","李群"
"1102130","李代数"
"1102135","Kac-Moody代数"
"1102140","环论"
"1102145","模论"
"1102150","格论"
"1102155","泛代数理论"
"1102160","范畴论"
"1102165","同调代数"
"1102170","代数K理论"
"1102175","微分代数"
"1102180","代数编码理论"
"1102199","代数学其他学科"
"11024","代数几何学"

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