Category:Definitions/Logarithms
Jump to navigation
Jump to search
This category contains definitions related to Logarithms.
Related results can be found in Category:Logarithms.
The (natural) logarithm of $x$ is the real-valued function defined on $\R_{>0}$ as:
- $\ds \forall x \in \R_{>0}: \ln x := \int_1^x \frac {\d t} t$
Subcategories
This category has the following 2 subcategories, out of 2 total.
A
- Definitions/Antilogarithms (4 P)
L
Pages in category "Definitions/Logarithms"
The following 44 pages are in this category, out of 44 total.
B
C
G
- Definition:General Logarithm
- Definition:General Logarithm/Also known as
- Definition:General Logarithm/Binary
- Definition:General Logarithm/Common
- Definition:General Logarithm/Common/Characteristic
- Definition:General Logarithm/Common/Mantissa
- Definition:General Logarithm/Common/Notation for Negative Logarithm
- Definition:General Logarithm/Complex
- Definition:General Logarithm/Positive Real
N
- Definition:Napier's Bones
- Definition:Napierian Logarithm
- Definition:Natural Logarithm
- Definition:Natural Logarithm/Also known as
- Definition:Natural Logarithm/Complex
- Definition:Natural Logarithm/Complex/Definition 2
- Definition:Natural Logarithm/Complex/Principal Branch
- Definition:Natural Logarithm/Notation
- Definition:Natural Logarithm/Positive Real
- Definition:Natural Logarithm/Positive Real/Definition 1
- Definition:Natural Logarithm/Positive Real/Definition 2
- Definition:Natural Logarithm/Positive Real/Definition 3
- Definition:Newton-Mercator Series