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\n\u76ee\u9304<\/span><\/strong>\n\n
\u6709\u95dc\u7dda\u6027\u5e38\u5fae\u5206\u65b9\u7a0b\u5f0f\u8207\u7dda\u6027\u4ee3\u6578 \u6e6f\u68ee\u5ba2\u5ea7\u6559\u6388\u8457 \u5357\u4f0a\u5229\u8afe\u5927\u5b78South Illinois University \u5f35\u54c1\u52a9\u6559\u8b6f \u5e2b\u5927 1\n
\n\u53ef\u89e3\u7fa4\u4e4b\u4e00\u7279\u6027 \u5e38\u6cd5\u5fbd\u6559\u6388 \u5e2b\u5927 8\n
\nMulitipliers on Some Topological Linear Spaces \u9023\u660e\u5b0c \u5e2b\u5927 14\n
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\nSome Remack on Teaching Linear Algebra and Matrix Theory Vniu of Tennessee Yueh-er Kuo 32\n
\nA Partition Theorem for the Modulus 15 Yu Ching-Shu \u4e2d\u539f\u7406\u5de5\u5b78\u9662\u8b1b\u5e2b 35\n
\nA Topological property between To and T Yean-ming Huang Vniv of Minhesota 41\n
\nA Survey in Summabllity Theory \u5f35\u7d39\u9db1 \u6e05\u5927 46\n
\n\u6578\u7406\u908f\u8f2f\u7684\u65b9\u6cd5\u53ca\u7d50\u679c \u6d2a\u6210\u5b8c \u53f0\u5927 50\n
\nField extension \u767d\u6052\u5149 \u8f14\u5927 54\n
\n\u5206 \u89e3 \u6027 \u8cea \u738b\u61f7\u6b0a \u6e05\u83ef 59\n
\nSome application of the Implicit Function Theorem to differential equations Jon W Nienhvys 62\n
\n\u7121\u9650\u5927 \u5433\u5bb6\u6021 \u6578\u56db\u4e59 76\n
\nIntraduction to algebraic topology \u6bb5\u53f0\u751f \u56db\u7532 84\n
\nTwo Problems on Prime Pairs \u8b1d\u5357\u745e \u4e09\u4e59 110\n
\nOn Pseudoprime which are Product of Distinct Primes \u9ad8\u91d1\u7f8e \u4e09\u4e59 110\n
\n\u8a72\u662f\u5378\u4e0b\u62c5\u5b50\u7684\u6642\u5019\u4e86 \u9673\u6e05\u745b \u4e09\u7532 116\n\n

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