inversion formula
(0.001 seconds)
11—20 of 50 matching pages
11: 4.38 Inverse Hyperbolic Functions: Further Properties
§4.38(iii) Addition Formulas
…12: 4.37 Inverse Hyperbolic Functions
§4.37(iii) Reflection Formulas
…13: Errata

•
In Paragraph Inversion Formula in §35.2, the wording was changed to make the integration variable more apparent.

•
In many cases, the links from mathematical symbols to their definitions were corrected or improved. These links were also enhanced with ‘tooltip’ feedback, where supported by the user’s browser.
 •

•
A new Subsection 13.29(v) Continued Fractions, has been added to cover computation of confluent hypergeometric functions by continued fractions.
 •

•
Subsection 14.18(iii) has been altered to identify Equations (14.18.6) and (14.18.7) as Christoffel’s Formulas.

•
A new Subsection 15.19(v) Continued Fractions, has been added to cover computation of the Gauss hypergeometric functions by continued fractions.

•
Special cases of normalization of Jacobi polynomials for which the general formula is undefined have been stated explicitly in Table 18.3.1.
 •

•
Crossreferences have been added in §§1.2(i), 10.19(iii), 10.23(ii), 17.2(iii), 18.15(iii), 19.2(iv), 19.16(i).
 •

•
Entries for the Sage computational system have been updated in the Software Index.

•
The default document format for DLMF is now HTML5 which includes MathML providing better accessibility and display of mathematics.

•
All interactive 3D graphics on the DLMF website have been recast using WebGL and X3DOM, improving portability and performance; WebGL it is now the default format.