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1.On F-K migration
论F-K偏移收藏指正
2.On the Zeros of f (k) f-a
关于f~(k)f-a的零点收藏指正
3.If,for each f∈F,z∈D,f and f ′ shared zp CM,and ?f(k)(z)?≤K whenever f(z)=zp in D,F is normal in D.
若对于任意的f∈F,f与f′CM分担zp,且当f(z)=zp,z∈D时,有?f(k)(z)?≤K,则F在D上是正规的.收藏指正
4.Joint trace interpolation in f-k and f-x domains
f-k域与f-x域联合实现道内插收藏指正
5.,a1(z),a0(z) be analytic functions in Δ,for every f∈F,If all zero of f are of multiplicity at least k+1,E-L(f)(S)?E-f(S),and L(f)=f(k)(z)+ak-1(z)f(k-1)(z)+.
,a1(z),a0(z)是Δ上的解析函数. 如果对任意的f∈F,f的零点重数≥k+1,E-L(f)(S)E-f(S),其中L(f)=f(k)(z)+ak-1(z)f(k-1)(z)+.收藏指正
6.Sin, K. F. K., &Chan, J. K. Y. (Eds.). (2002). Making Integration Successful , HK: Quality Education Fund.
冼权锋、陈继宇(合编)(2002)迈向成功的融合教育，香港：优质教育基金。收藏指正
7.If,for each f∈F,and when λz+μ,z∈D,have f(k)(z)=λz+μ where f and f ′shared λz+μ,then F is normal in D.
若对于任意的f∈F,当f(z)=λz+μ,z∈D时,有f(k)(z)=λz+μ,且f与f′CM分担λz+μ,则F在D上是正规的.收藏指正
8.3-D seismic trace interpolation in f-k domain.
在f-k域实现三维波场道内插收藏指正
9.If E(S 1,f)=E(S 2,g), E(S 2,f (k))= E(S 2,g (K)), and E(∞,f)=E(∞,g), then f(z)≡g(z).
如果E(S1 ,f) =E(S1 ,g) ,E(S2 ,f(k) ) =E(S2 ,g(k) ) ,则有 f(z)≡ g(z) . 本文是讨论亚纯函数 f(z)及导数 f(k) (z)分担两个有限集的问题 ,其结果推广了上面定理的结论 .收藏指正
10.Schreiben: Workbook, exercises F-K, pp. 13-16 and check.
写作：练习册F-K,第13-16页并检查答案。收藏指正
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