antisymmetric

antisymmetric的音标为[ˌæntɪsɪˈmɛθɪk]，基本翻译为“反对称的”，速记技巧为：词根“anti”表示“相反”，“symmetry”表示“对称”。

Antisymmetric这个词的词源可以追溯到拉丁语“anti”表示“相反”或“相反的”和希腊语“symmetria”表示“对称”。这个词通常用来描述一个关系或属性，其中两个或更多的元素在某种方式上是等价的，但只有一个被选择或被视为正确的。

变化形式：

名词形式：Antisymmetry

形容词形式：Antisymmetric

相关单词：

1. Symmetry - 这个词与antisymmetric相反，表示对称性，描述的是物体或形状在某个方向或角度上的完美平衡。

2. Asymmetric - 这个词是antisymmetric的反义词，表示非对称的，即在物体或形状中存在不平衡或差异。

3. Mutualism - 这是一个与antisymmetric相关的词汇，描述的是两个或更多事物之间的互惠关系。

4. Antagonism - 这个词表示的是两个或更多事物之间的对立或冲突。虽然它与antisymmetric没有直接的词源关系，但它们都表示事物之间的对立或差异。

5. Parity - 这个词与antisymmetric没有直接的词源关系，但它在某些上下文中也用来描述平衡或对称的关系。

以上单词都与antisymmetric有某种程度的关联，并且可以用来描述对称性、平衡、差异、对立等概念。

antisymmetric短语：

1. antisymmetric matrix - 反对称矩阵

2. antisymmetric relation - 反对称关系

3. antisymmetric equation - 反对称方程

4. antisymmetric matrix of coefficients - 系数反对称矩阵

5. antisymmetric transformation - 反对称变换

6. antisymmetric tensor - 反对称张量

7. antisymmetric combination - 反对称组合

双语例句：

1. The matrix is antisymmetric, so its eigenvalues are real and it has a unique eigenvector for each eigenvalue. (该矩阵是反对称矩阵，所以其特征值为实数，且对于每个特征值都有唯一的特征向量。)

2. The relation is antisymmetric, so if A and B are both true, then B and A cannot both be true at the same time. (关系是反对称的，所以如果A和B都为真，那么B和A不可能同时为真。)

3. The equation is antisymmetric under the exchange of two variables, indicating that it is a homogeneous function of those variables. (该方程在两个变量交换下是反对称的，这表明它是这两个变量的齐次函数。)

英文小作文：

Antisymmetric Relationships in Life

In life, we encounter many antisymmetric relationships. For example, when you are happy, others may be sad, but when others are happy, you may not be sad. Another example is that of a coin, where heads and tails are symmetric but when flipped, the result is either heads or tails, but not both.

These relationships can be observed in many aspects of life, from personal relationships to social interactions to the natural world. Understanding these relationships can help us better understand ourselves and others, as well as navigate our interactions more effectively. For instance, we can use this knowledge to better predict how others will react to our actions, or how we will feel when others behave in a certain way towards us.

In conclusion, antisymmetric relationships are commonplace in life and can provide valuable insights into how we interact with others and understand ourselves.