#include <Thyra_Range1D.hpp>
Public Types | |
| typedef RTOpPack::Index | Index |
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| enum | EInvalidRange |
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Public Member Functions | |
| Range1D () | |
| Range1D (EInvalidRange) | |
| Range1D (Index lbound, Index ubound) | |
Constructs a range that represents the range [lbound, ubound]. | |
| bool | full_range () const |
Returns true if the range represents the entire region (constructed from Range1D()). | |
| Index | lbound () const |
| Return lower bound of the range. | |
| Index | ubound () const |
| Return upper bound of the range. | |
| Index | size () const |
Return the size of the range (ubound() - lbound() + 1). | |
| bool | in_range (Index i) const |
| Return true if the index is in range. | |
| Range1D & | operator+= (Index incr) |
| Increment the range by a constant. | |
| Range1D & | operator-= (Index incr) |
| Deincrement the range by a constant. | |
Static Public Attributes | |
| const Range1D | Invalid |
| Range1D(INVALID). | |
The class Range1D abstracts a 1-D, 1-based, range of indexes. It is used to index into vectors and matrices and return subregions of them respectively.
Constructing using Range1D() yields a range that represents the entire dimension of an object [1, max_ubound] (an entire vector, all the rows in a matrix, or all the columns in a matrix etc.).
Constructing using Range1D(INVALID) yields an invalid range [1,0] with size() == 0. In fact the condition size() == 0 is the determining flag that a range is not valid. Once constructed with Range1D(INVALID), a Range1D object can pass through many other operations that may change lbound() and ubound() but will never change size() == 0.
Constructing using Range1D(lbound,ubound) yields a finite dimensional range. The validity of constructed range will only be checked if _DEBUG is defined.
There are many non-member functions that can be used with Range1D objects.
The default copy constructor and assignment operator functions are allowed since they have the correct semantics.
Definition at line 68 of file Thyra_Range1D.hpp.
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Definition at line 71 of file Thyra_Range1D.hpp. |
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Definition at line 73 of file Thyra_Range1D.hpp. |
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Constructs a range representing the entire range. Postconditions:
Definition at line 218 of file Thyra_Range1D.hpp. |
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Constructs an invalid (zero) range. Postconditions:
Definition at line 223 of file Thyra_Range1D.hpp. |
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Constructs a range that represents the range Preconditions:
Postconditions:
Definition at line 229 of file Thyra_Range1D.hpp. |
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Returns
Definition at line 236 of file Thyra_Range1D.hpp. |
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Return lower bound of the range.
Definition at line 241 of file Thyra_Range1D.hpp. |
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Return upper bound of the range.
Definition at line 246 of file Thyra_Range1D.hpp. |
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Return the size of the range (
Definition at line 251 of file Thyra_Range1D.hpp. |
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Return true if the index is in range.
Definition at line 256 of file Thyra_Range1D.hpp. |
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Increment the range by a constant.
Definition at line 261 of file Thyra_Range1D.hpp. |
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Deincrement the range by a constant.
Definition at line 269 of file Thyra_Range1D.hpp. |
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Range1D(INVALID).
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1.3.9.1