See: Description
Interface | Description |
---|---|
Domain.DoublyPeriodicOnIndexCrossIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of a fine set of indices with the integer plane
and which are periodic in the last two arguments.
|
Domain.DoublyPeriodicOnIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of integers with itself and which are
periodic in the both variables.
|
Domain.DoublyPeriodicOnIntegersCrossIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative integers with the integer
plane and which are periodic in the last two arguments.
|
Domain.DoublyPeriodicOnIntervalCrossRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of a closed interval with the real plane
and which are periodic in the last two arguments.
|
Domain.DoublyPeriodicOnNonNegativeIntegersCrossIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative integers with the integer
plane and which are periodic in the last two arguments.
|
Domain.DoublyPeriodicOnNonNegativeRealsCrossRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative real numbers with the real
plane and which are periodic in the last two arguments.
|
Domain.DoublyPeriodicOnRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the real plane and which are periodic in both variables.
|
Domain.DoublyPeriodicOnRealsCrossRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of three copies of the real line and which are
periodic in the last two arguments.
|
Domain.OnIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the set of integers between zero and n-1 (elements of which are
referered to as "indices).
|
Domain.OnIndexCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of two finite sets of indices.
|
Domain.OnIndexCrossIndexCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of three fine sets of indices.
|
Domain.OnIndexCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a finite set of indices with the set of
integers.
|
Domain.OnIndexCrossIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of a fine set of indices with the integer plane.
|
Domain.OnIndexCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a finite set of indices
with a closed interval on the real line.
|
Domain.OnIndexCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a finite set of indices with the real line.
|
Domain.OnIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have the integers as their domain of
definition.
|
Domain.OnIntegersCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
integers with a finite set of indices.
|
Domain.OnIntegersCrossIndexCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative integers with two finite sets
of indices.
|
Domain.OnIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
integers with itself.
|
Domain.OnIntegersCrossIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative integers with the
integer plane.
|
Domain.OnIntegersCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
integers with a closed interval on the real line.
|
Domain.OnIntegersCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
integers with the real line.
|
Domain.OnInterval |
This interface models mathematical objects (like maps into some other
set or differential equations) that have a closed interval of real
numbers as their domain of definition.
|
Domain.OnIntervalCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a closed interval with a finite sets of
indices.
|
Domain.OnIntervalCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a closed interval with the set of
integers.
|
Domain.OnIntervalCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a closed interval on the real line
with another closed interval.
|
Domain.OnIntervalCrossIntervalCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of three closed intervals.
|
Domain.OnIntervalCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a closed interval with the real line.
|
Domain.OnIntervalCrossRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of a closed interval with the real plane.
|
Domain.OnNonNegativeIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the set of non-negative integers.
|
Domain.OnNonNegativeIntegersCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
non-negative integers with a finite set of indices.
|
Domain.OnNonNegativeIntegersCrossIndexCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative integers with two finite sets
of indices.
|
Domain.OnNonNegativeIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
non-negative integers with the set of integers.
|
Domain.OnNonNegativeIntegersCrossIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative integers with the
integer plane.
|
Domain.OnNonNegativeIntegersCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
non-negative integers with a closed interval on the real line.
|
Domain.OnNonNegativeIntegersCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
non-negative integers with the real line.
|
Domain.OnNonNegativeReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have the non-negative real numbers
as their domain of definition.
|
Domain.OnNonNegativeRealsCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
non-negative real numbers with a finite set of indices.
|
Domain.OnNonNegativeRealsCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
non-negative real numbers with the set of integers.
|
Domain.OnNonNegativeRealsCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
non-negative real numbers with a closed interval on the real line.
|
Domain.OnNonNegativeRealsCrossIntervalCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative real numbers with two closed
intervals.
|
Domain.OnNonNegativeRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of
non-negative real numbers with the real line.
|
Domain.OnNonNegativeRealsCrossRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative real numbers with the
real plane.
|
Domain.OnReals |
This interface models mathematical objects (like maps into some other
set or differential equations) that have the real line as their domain of
definition.
|
Domain.OnRealsCrossIndex |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the real line with a finite set of indices.
|
Domain.OnRealsCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the real line with the set of integers.
|
Domain.OnRealsCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the real line with a closed interval.
|
Domain.OnRealsCrossIntervalCrossInterval |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of the non-negative real numbers with two closed
intervals.
|
Domain.OnRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the real plane.
|
Domain.OnRealsCrossRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of three copies of the real line.
|
Domain.PeriodicOnIndexCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a finite set of indices with the set of
integers and which are periodic in the second variable.
|
Domain.PeriodicOnIndexCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a finite set of indices with the real line
and which are periodic in the second variable.
|
Domain.PeriodicOnIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have the integers as their domain of
definition and which are periodic.
|
Domain.PeriodicOnIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of integers with itself and which are
periodic in the second variable.
|
Domain.PeriodicOnIntegersCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of non-negative integers with the real
line and which are periodic in the second variable.
|
Domain.PeriodicOnIntervalCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a closed interval with the set of
integers and which are periodic in the second variable.
|
Domain.PeriodicOnIntervalCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of a closed interval with the real line
and which are periodic in the second variable.
|
Domain.PeriodicOnNonNegativeIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of non-negative integers with the
integers and which are periodic in the second variable.
|
Domain.PeriodicOnNonNegativeIntegersCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of non-negative integers with the real
line and which are periodic in the second variable.
|
Domain.PeriodicOnNonNegativeRealsCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of non-negative real numbers with the
integers which are periodic in the second variable.
|
Domain.PeriodicOnNonNegativeRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the set of non-negative real numbers with the
real line and which are periodic in the second variable.
|
Domain.PeriodicOnReals |
This interface models mathematical objects (like maps into some other
set or differential equations) that have the real line as their domain of
definition and which are periodic.
|
Domain.PeriodicOnRealsCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of the real line with the set of integers and which
are periodic in the second variable.
|
Domain.PeriodicOnRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the real plane and which are periodic in the second variable.
|
Domain.TriplyPeriodicOnIntegersCrossIntegersCrossIntegers |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the cartesian product of three copies of the integers and which are
periodic in all three variables.
|
Domain.TriplyPeriodicOnRealsCrossRealsCrossReals |
This interface models mathematical objects (like maps into some other
set or difference equations) that have as their domain of definition
the Cartesian product of three copies of the real line and which are
periodic in the all three arguments.
|
Function.DoublyPeriodicOnIndexCrossIntegersCrossIntegers | |
Function.DoublyPeriodicOnIntegersCrossIntegers | |
Function.DoublyPeriodicOnIntegersCrossIntegersCrossIntegers | |
Function.DoublyPeriodicOnIntervalCrossRealsCrossReals | |
Function.DoublyPeriodicOnNonNegativeIntegersCrossIntegersCrossIntegers | |
Function.DoublyPeriodicOnNonNegativeRealsCrossRealsCrossReals | |
Function.DoublyPeriodicOnRealsCrossReals | |
Function.DoublyPeriodicOnRealsCrossRealsCrossReals | |
Function.OnIndex | |
Function.OnIndexCrossIndex | |
Function.OnIndexCrossIndexCrossIndex | |
Function.OnIndexCrossIntegers | |
Function.OnIndexCrossIntegersCrossIntegers | |
Function.OnIndexCrossInterval | |
Function.OnIndexCrossReals | |
Function.OnIntegers | |
Function.OnIntegersCrossIndex | |
Function.OnIntegersCrossIndexCrossIndex | |
Function.OnIntegersCrossIntegers | |
Function.OnIntegersCrossIntegersCrossIntegers | |
Function.OnIntegersCrossInterval | |
Function.OnIntegersCrossReals | |
Function.OnInterval | |
Function.OnIntervalCrossIndex | |
Function.OnIntervalCrossIntegers | |
Function.OnIntervalCrossInterval | |
Function.OnIntervalCrossIntervalCrossInterval | |
Function.OnIntervalCrossReals | |
Function.OnIntervalCrossRealsCrossReals | |
Function.OnNonNegativeIntegers | |
Function.OnNonNegativeIntegersCrossIndex | |
Function.OnNonNegativeIntegersCrossIndexCrossIndex | |
Function.OnNonNegativeIntegersCrossIntegers | |
Function.OnNonNegativeIntegersCrossIntegersCrossIntegers | |
Function.OnNonNegativeIntegersCrossInterval | |
Function.OnNonNegativeIntegersCrossReals | |
Function.OnNonNegativeReals | |
Function.OnNonNegativeRealsCrossIndex | |
Function.OnNonNegativeRealsCrossIntegers | |
Function.OnNonNegativeRealsCrossInterval | |
Function.OnNonNegativeRealsCrossIntervalCrossInterval | |
Function.OnNonNegativeRealsCrossReals | |
Function.OnNonNegativeRealsCrossRealsCrossReals | |
Function.OnReals | |
Function.OnRealsCrossIndex | |
Function.OnRealsCrossIntegers | |
Function.OnRealsCrossInterval | |
Function.OnRealsCrossIntervalCrossInterval | |
Function.OnRealsCrossReals | |
Function.OnRealsCrossRealsCrossReals | |
Function.OnSubsetOfIntegers | |
Function.OnSubsetOfIntegersCrossIntegers | |
Function.OnSubsetOfIntegersCrossIntegersCrossIntegers | |
Function.OnSubsetOfIntegersCrossReals | |
Function.OnSubsetOfReals | |
Function.OnSubsetOfRealsCrossIntegers | |
Function.OnSubsetOfRealsCrossReals | |
Function.OnSubsetOfRealsCrossRealsCrossReals | |
Function.PeriodicOnIndexCrossIntegers | |
Function.PeriodicOnIndexCrossReals | |
Function.PeriodicOnIntegers | |
Function.PeriodicOnIntegersCrossIntegers | |
Function.PeriodicOnIntegersCrossReals | |
Function.PeriodicOnIntervalCrossIntegers | |
Function.PeriodicOnIntervalCrossReals | |
Function.PeriodicOnNonNegativeIntegersCrossIntegers | |
Function.PeriodicOnNonNegativeIntegersCrossReals | |
Function.PeriodicOnNonNegativeRealsCrossIntegers | |
Function.PeriodicOnNonNegativeRealsCrossReals | |
Function.PeriodicOnReals | |
Function.PeriodicOnRealsCrossIntegers | |
Function.PeriodicOnRealsCrossReals | |
Function.TriplyPeriodicOnIntegersCrossIntegersCrossIntegers | |
Function.TriplyPeriodicOnRealsCrossRealsCrossReals |
Class | Description |
---|---|
Domain |
This class provides interfaces to be implemented by classes modelling
functions defined on various mathematically important standard spaces.
|
Function |