- science, a
modified base k
positional system is used,
called bijective numeration, with
digits 1, 2, ..., k (k ≥ 1), and zero
being represented by an empty...
-
Bijective numeration is any
numeral system in
which every non-negative
integer can be
represented in
exactly one way
using a
finite string of digits. The...
- Āryabhaṭa
numeration is an
alphasyllabic numeral system based on
Sanskrit phonemes. It was
introduced in the
early 6th
century in
India by Āryabhaṭa, in...
- we do
since they were the ones who
initially extended this
system of
numeration to
represent parts of the unit by
decimal fractions,
something that the...
- This
article contains special characters.
Without proper rendering support, you may see
question marks, boxes, or
other symbols. Gr**** numerals, also known...
- In mathematics,
Ostrowski numeration,
named after Alexander Ostrowski, is
either of two
related numeration systems based on
continued fractions: a non-standard...
-
Ancient Egyptian mathematics is the
mathematics that was
developed and used in
Ancient Egypt c. 3000 to c. 300 BCE, from the Old
Kingdom of
Egypt until...
- Proto-writing
consists of
visible marks communicating limited information. Such
systems emerged from
earlier traditions of
symbol systems in the early...
-
Every railway line in
Poland has its own number, with the
lowest numbers attached to the most
important and most
strategic routes. Line
number 1 links...
- "₹5L" or "₹5 lac" (for "5 lakh rupees") is common. In this
system of
numeration, 100 lakh is
called one
crore and is
equal to 10 million. The term is...
