文件名称:NA03
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Produce a table of the values of the series
ϕ (x)=∑ k=1 ∞ k(k+x) 1 ......(1)
for the 3001 values of x, x = 0.0, 0.1, 0.2, ..., 300.00. All entries of the table must have an absolute error less than 10 − 10 . This problem is based on a problem Hamming (1962), when mainfr a mes were very slow by today s microcomputer standards.
-Produce a table of the values of the series
ϕ (x)=∑ k=1 ∞ k(k+x) 1 ......(1)
for the 3001 values of x, x = 0.0, 0.1, 0.2, ..., 300.00. All entries of the table must have an absolute error less than 10 − 10 . This problem is based on a problem Hamming (1962), when mainfr a mes were very slow by today s microcomputer standards.
ϕ (x)=∑ k=1 ∞ k(k+x) 1 ......(1)
for the 3001 values of x, x = 0.0, 0.1, 0.2, ..., 300.00. All entries of the table must have an absolute error less than 10 − 10 . This problem is based on a problem Hamming (1962), when mainfr a mes were very slow by today s microcomputer standards.
-Produce a table of the values of the series
ϕ (x)=∑ k=1 ∞ k(k+x) 1 ......(1)
for the 3001 values of x, x = 0.0, 0.1, 0.2, ..., 300.00. All entries of the table must have an absolute error less than 10 − 10 . This problem is based on a problem Hamming (1962), when mainfr a mes were very slow by today s microcomputer standards.
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下载文件列表
NA03_Ch6_AB.ppt
NA03_Ch2_A.ppt