-
Arithmetic is an
elementary branch of
mathematics that
studies numerical operations like addition, subtraction, multiplication, and division. In a wider...
-
classification is
called arithmetical. The
arithmetical hierarchy was
invented independently by
Kleene (1943) and
Mostowski (1946). The
arithmetical hierarchy is...
- An
arithmetic progression or
arithmetic sequence is a
sequence of
numbers such that the
difference from any
succeeding term to its
preceding term remains...
- In
mathematics and statistics, the
arithmetic mean ( /ˌærɪθˈmɛtɪk/ arr-ith-MET-ik),
arithmetic average, or just the mean or
average (when the context...
-
arithmetical set (or
arithmetic set) is a set of
natural numbers that can be
defined by a
formula of first-order
Peano arithmetic. The
arithmetical sets...
-
definable in the
language of
arithmetic is
called analytical.
Every com****ble real
number is
arithmetical, and the
arithmetical numbers form a
subfield of...
- mathematics,
arithmetic geometry is
roughly the
application of
techniques from
algebraic geometry to
problems in
number theory.
Arithmetic geometry is...
-
recursively defined arithmetical operations.
Fratres Bocca. pp. 83–97. Van Oosten, Jaap (June 1999). "Introduction to
Peano Arithmetic (Gödel Incompleteness...
-
variables (that is, no
quantifiers over set variables) is
called arithmetical. An
arithmetical formula may have free set
variables and
bound individual variables...
- In particular,
arithmetical is
commonly preferred as an
adjective to number-theoretic. The
earliest historical find of an
arithmetical nature is a fragment...
