- Bruck–Ryser–
Chowla theorem, the Ankeny–Artin–
Chowla congruence, the
Chowla–Mordell theorem, and the
Chowla–Selberg formula, and the Mian–
Chowla sequence.
Chowla,...
- The Bruck–Ryser–
Chowla theorem is a
result on the
combinatorics of
block designs that
implies nonexistence of
certain kinds of design. It
states that if...
- In mathematics, the
Chowla–Mordell
theorem is a
result in
number theory determining cases where a
Gauss sum is the
square root of a
prime number, multiplied...
-
number theory, the Ankeny–Artin–
Chowla congruence is a
result published in 1953 by N. C. Ankeny, Emil
Artin and S.
Chowla. It
concerns the
class number h...
- In mathematics, the
Chowla–Selberg
formula is the
evaluation of a
certain product of
values of the
gamma function at
rational values in
terms of values...
- right-truncatable
prime 3149 –
highly cototient number 3155 –
member of the Mian–
Chowla sequence 3159 =
number of
trees with 14
unlabeled nodes 3160 – triangular...
- noncototient, it is also an
untouchable number. 290 is the 16th
member of the Mian–
Chowla sequence; it can not be
obtained as the sum of any two
previous terms in...
-
octagonal number 2027 – super-prime, safe
prime 2029 –
member of the Mian–
Chowla sequence 2030 = 212 + 222 + 232 + 242 = 252 + 262 + 272 2031 – centered...
- In mathematics, the Mian–
Chowla sequence is an
integer sequence defined recursively in the
following way. The
sequence starts with a 1 = 1. {\displaystyle...
- and a
Pierpont prime as it is 3 × 25 + 1. the
eleventh member of the Mian–
Chowla sequence. a self
number in base 10,
since there is no
integer that added...
