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index.html

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@@ -641,15 +641,6 @@ <h2 class="no-num no-toc no-ref" id="contents">Table of Contents</h2>
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<li><a href="#skew_symmetric_upper_structure"><span class="secno">3.8.1.6</span> <span class="content">skew_symmetric_upper</span></a>
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</ol>
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</ol>
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<li>
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<a href="#key_attributes"><span class="secno">3.9</span> <span class="content">Attributes</span></a>
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<ol class="toc">
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<li>
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<a href="#defined_attributes"><span class="secno">3.9.1</span> <span class="content">Defined Attributes {#defined_attributes}</span></a>
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<ol class="toc">
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<li><a href="#number_of_diagonal_elements_attributes"><span class="secno">3.9.1.1</span> <span class="content">number_of_diagonal_elements</span></a>
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</ol>
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</ol>
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</ol>
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<li>
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<a href="#binary_container"><span class="secno">4</span> <span class="content">Binary Containers</span></a>
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If the optional attribute <code>number_of_diagonal_elements</code> is provided, the
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number of logical values in both triangles can be computed in constant time.</p>
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</div>
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<h3 class="heading settled" data-level="3.9" id="key_attributes"><span class="secno">3.9. </span><span class="content">Attributes</span><a class="self-link" href="#key_attributes"></a></h3>
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The <code>attributes</code> key shall denote a dictionary of optional attributes containing
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keys with information about the stored matrix and the data it represents.
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Attributes are optional and may be ignored by a compliant parser.
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<h4 class="heading settled" data-level="3.9.1" id="defined_attributes"><span class="secno">3.9.1. </span><span class="content">Defined Attributes {#defined_attributes}</span><a class="self-link" href="#defined_attributes"></a></h4>
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<h5 class="heading settled" data-level="3.9.1.1" id="number_of_diagonal_elements_attributes"><span class="secno">3.9.1.1. </span><span class="content">number_of_diagonal_elements</span><a class="self-link" href="#number_of_diagonal_elements_attributes"></a></h5>
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<code>number_of_diagonal_elements</code> shall contain an integer value corresponding to
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the number of elements on the stored matrix’s diagonal.
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<p class="note" role="note"><span>Note:</span> implementations are highly encouraged to provide the <code>number_of_diagonal_elements</code> attribute for matrices with a symmetric,
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skew-symmetric, or Hermitian structure.</p>
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<h2 class="heading settled" data-level="4" id="binary_container"><span class="secno">4. </span><span class="content">Binary Containers</span><a class="self-link" href="#binary_container"></a></h2>
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Binary containers must store binary arrays in a standardized, cross-platform
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manner, using the corresponding dataset names previously defined.

spec/latest/index.bs

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</div>
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Attributes {#key_attributes}
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--------------------------
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The `attributes` key shall denote a dictionary of optional attributes containing
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keys with information about the stored matrix and the data it represents.
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Attributes are optional and may be ignored by a compliant parser.
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### Defined Attributes {#defined_attributes}
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#### number_of_diagonal_elements #### {#number_of_diagonal_elements_attributes}
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`number_of_diagonal_elements` shall contain an integer value corresponding to
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the number of elements on the stored matrix's diagonal.
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Note: implementations are highly encouraged to provide the
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`number_of_diagonal_elements` attribute for matrices with a symmetric,
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skew-symmetric, or Hermitian structure.
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Binary Containers {#binary_container}
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=====================================
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Binary containers must store binary arrays in a standardized, cross-platform

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