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此格式采用基底32编码，且保持通用字元集的词典排序顺序。The format adopts base32 encoding and preserves the lexicographic sorting order of UCS.

对名称空间声明和每个元素中的属性采用词典序。Lexicographic order is imposed on the namespace declarations and attributes of each element.

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英语词汇的语用意义是基于词典意义经语用推导出的意义。The pragmatic meanings of English words are the deductive meanings based on the lexicographic meanings.

该算法根据极大基配对的原则按字典顺序产生所有可能的二级结构。The algorithm produces all possible secondary structures in lexicographic order by maximizing base pairing.

只要有一点先见之明，就不难克服对于字典式搜索来说看似局限的因素。With a little foresight, it's not hard to overcome what might seem like a limiting factor of lexicographic searches.

文件名以数字开头的档案按照字典方法排序后，依额外设定档处理。The filenames starting with decimal digits are sorted in lexicographic order and used as additional configuration files.

本文研究正则图的强乘积图和字典乘积图的限制边连通性。In this article, we study the restricted edge connectivity of strong product and lexicographic product of regular graphs.

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然而，在其他地区文化中，字符在字符集上的次序可能与其在字典上的次序有所不同。However, in other locales, the order of characters in the character set may differ from the lexicographic character order.

语用意义与词典意义不仅存在差异，也有深层次的内在关联。Pragmatic meaning and lexicographic meaning are related to each other at the deep level while contrasting with each other at the superficial level.

这种语言作为一种阅读工具而被补充了那个时期引进的众多词汇，那更进一步证实了这种语言的进一步衰落。Further testimony to the gradual decline of the language as a reading tool was supplied by the many lexicographic works that were introduced during the period.

刻划了具有P-正则自同态幺半群的二分图，讨论了字典序积图的自同态幺半群的P-正则性。Bipartite graphs with P-regular endomorphism monoids are characterized. P-regularity of the endomorphism monoid of lexicographic product of graphs is discussed.

然后，我们利用卡氏序半直积和字典序半直积建立了这类半群的结构。Then we establish the structure of such ordered semigroups in terms of the cartesian ordered semidirect product and the lexicographic ordered semidirect product.

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如果同一个带宽有多种排序方法，取字母序最小的一种排序，也就是取字母表排在前面的一种排序。If more than one ordering produces the same bandwidth, then choose the smallest in lexicographic ordering, that is the one that would appear first in an alphabetic listing.