对于我这样特定类型的头脑，代数并不是不可或缺的。
For certain kinds of minds, algebra is not the prerequisite, "she said."
DB 2UDB没有为位数据类型或布尔数据类型提供本机支持，它既不支持逐位操作，也不支持布尔代数操作。
DB2 UDB does not have native support for bit or Boolean data types, neither for bitwise operation nor for Boolean algebra operations.
可以按照现代数据库和编程语言中的数据类型进行验证。
You can validate against the data types found in modern databases and programming languages.
此外，您可以使用该操作来迭代数组(包括基本类型数组)中的元素。
In addition, you can use this action to iterate through the elements of an array, including arrays of primitives.
这是一种不同的用途比本文讨论可疑为更多的信息，参见代数的数据类型。
This is a different usage than in this article. For more information, see algebraic data type.
类似于代数数据类型理论，本文提出了对象、对象类型及抽象对象类型的代数模型。
In analogy to algebraic data type theory, this paper proposed the mathematical model of objects, object types and abstract object types.
给出了无限秩仿射李代数的实形和某种类型的紧效实形的定义，并证明了这种紧致实形在自同构下的唯一性。
In this paper, we define real form of infinite rank affine Lie Algebra and we also give its some types of compact real form which is proved unique under automorphism.
本文的目的在于利用抽象代数结构来描述抽象数据类型并给出它的数学含义；
The goal of this paper is to specify abstract data type and provide its mathematical meaning by using algebra structure;
针对不同的变量类型，首次提出了数值型变量的区间集表示和基本运算方法，定义了布尔型区间代数和引用型区间代数；
The concept of numeric interval-set is proposed for the first time, and fundamental operations on interval-sets are defined.
因为一个Z2-阶化群可以对应一个李超代数，所以对Z2-阶化群的性质进行了讨论。并对一些特殊类型的群确定了它们的Z2-阶化结构。
Since a Lie superalgebra can be associa ted with a Z2-graded group, properties of Z2-groups are discussed and Z2-graded structures of some special class es of groups are determined.
因为一个Z2-阶化群可以对应一个李超代数，所以对Z2-阶化群的性质进行了讨论。并对一些特殊类型的群确定了它们的Z2-阶化结构。
Since a Lie superalgebra can be associa ted with a Z2-graded group, properties of Z2-groups are discussed and Z2-graded structures of some special class es of groups are determined.
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