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Special functions

Thursday, 14 January 2010. The book was reprinted, but some errata remain (updated on June 2014). The book was reprinted and the errata in the previous post, among others, corrected. But still, as expected, there is more:. 1 Page 59, (3.35): the sentence after this equation should be changed to: ` where the primes. Indicates that the term with $T 0 (x)$ (only present for $n$ even) should be halved" ( thanks to M. Lewis. 2 Page 66, (3.61): j = 0, should be k = 0,. Functions should be $ eta$ (four times).

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Special functions | specialfunctions.blogspot.com Reviews
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Thursday, 14 January 2010. The book was reprinted, but some errata remain (updated on June 2014). The book was reprinted and the errata in the previous post, among others, corrected. But still, as expected, there is more:. 1 Page 59, (3.35): the sentence after this equation should be changed to: ` where the primes. Indicates that the term with $T 0 (x)$ (only present for $n$ even) should be halved ( thanks to M. Lewis. 2 Page 66, (3.61): j = 0, should be k = 0,. Functions should be $ eta$ (four times).
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Special functions | specialfunctions.blogspot.com Reviews

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Thursday, 14 January 2010. The book was reprinted, but some errata remain (updated on June 2014). The book was reprinted and the errata in the previous post, among others, corrected. But still, as expected, there is more:. 1 Page 59, (3.35): the sentence after this equation should be changed to: ` where the primes. Indicates that the term with $T 0 (x)$ (only present for $n$ even) should be halved" ( thanks to M. Lewis. 2 Page 66, (3.61): j = 0, should be k = 0,. Functions should be $ eta$ (four times).

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Special functions: The book was reprinted, but some errata remain (updated on June 2014)

http://specialfunctions.blogspot.com/2010/01/book-was-reprinted-but-some-errata.html

Thursday, 14 January 2010. The book was reprinted, but some errata remain (updated on June 2014). The book was reprinted and the errata in the previous post, among others, corrected. But still, as expected, there is more:. 1 Page 59, (3.35): the sentence after this equation should be changed to: ` where the primes. Indicates that the term with $T 0 (x)$ (only present for $n$ even) should be halved" ( thanks to M. Lewis. 2 Page 66, (3.61): j = 0, should be k = 0,. Functions should be $ eta$ (four times).

2

Special functions: The book is out

http://specialfunctions.blogspot.com/2007/12/book-is-out.html

Thursday, 1 November 2007. The book is out. You can buy it here. Subscribe to: Post Comments (Atom). The book is out. View my complete profile.

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Special functions: Software: the official link

http://specialfunctions.blogspot.com/2006/12/software-official-link.html

Sunday, 3 December 2006. Software: the official link. Software repository for the book here. Subscribe to: Post Comments (Atom). Software: the official link. The BOOK: Numerical methods for special functions. View my complete profile.

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Special functions: November 2007

http://specialfunctions.blogspot.com/2007_11_01_archive.html

Thursday, 1 November 2007. The book is out. You can buy it here. Subscribe to: Posts (Atom). The book is out. View my complete profile.

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Special functions: The BOOK: Numerical methods for special functions

http://specialfunctions.blogspot.com/2006/12/book-numerical-methods.html

Sunday, 3 December 2006. The BOOK: Numerical methods for special functions. This is the blog associated to the book "Numerical Methods for Special Functions", by A. Gil, J. Segura and N.M. Temme, published by SIAM. Subscribe to: Post Comments (Atom). Software: the official link. The BOOK: Numerical methods for special functions. View my complete profile.

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Special functions

Thursday, 14 January 2010. The book was reprinted, but some errata remain (updated on June 2014). The book was reprinted and the errata in the previous post, among others, corrected. But still, as expected, there is more:. 1 Page 59, (3.35): the sentence after this equation should be changed to: ` where the primes. Indicates that the term with $T 0 (x)$ (only present for $n$ even) should be halved" ( thanks to M. Lewis. 2 Page 66, (3.61): j = 0, should be k = 0,. Functions should be $ eta$ (four times).

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