| October 19, 2010 | ||||
|
Gamma Function Approximation Formula (6 decimal places) The following formula is the Gamma function approximation that provides a high level of accuracy. It gives the value of Gamma function to 6 decimal places of precision for real x < 10, namely
(Notice, the exponential function is written as exp(x) or ex. This formula is also expressed in terms of logarithm to compute complex z.)
|
||||
| October 16, 2010 | ||||
|
Two Series are found in Connection with Mathematical constants,
|
||||
| August 03, 2010 | ||||
|
Two Series in Connection with Mathematical constants
|
||||
| July 03, 2010 | ||||
|
Sums in which the Square Root of Two and Other Constants Appear are Given by
|
||||
| June 27, 2010 | ||||
A Surprising Sum in which Appears is Given by |
||||
|
|
||||
| April 18, 2010 | ||||
| Some Special Infinite Series | ||||
|
||||
| February 09, 2010 | ||||
| Sums of Reciprocals of Two-Term Squares Table | ||||
|
|
||||
|
Sums of Reciprocals of Two-Term Cubes Table
|
||||
| January 30, 2010 | ||||
|
Series in Limit Form |
||||
|
Given n is a positive integer. The following series are found in a closed form as n tends to infinity.
|
||||
| January 17, 2010 | ||||
|
Sequences and Series Art -- A Generic Infinite Series Found Linking Three Special Sequences '2, 30, 420, ...', '15, 209, 2911, ...', and '17, 241, 3361, ...' with the Constant
|
||||
| January 08, 2010 | ||||
Two Beautiful Series in Connection with zeta  and Pi Constants
|
||||
| January 01, 2010 | ||||
|
A Curious Series in Connection with Euler-Mascheroni, Pi Constants For positive integer n,
The above series can be transformed into another form, namely
Another curious series is found in connection to Pi
(Happy New Year 2010) |
||||
.
.
.
.
.
, where
is Euler-Mascheroni constant.
.
.
- Printer-friendly version
- 18950 reads