tesseract

简明释义

英[ˈtesəˌrækt]美[ˈtesəˌrækt]

n. 立方体的四维模拟；四次元立方体；超正方体

英英释义

单词用法

同义词

反义词

例句

1.The following instruction asks Tesseract to examine Figure 1 stored in Tagged Image File Format (TIFF) format and then use the second argument, wm, as the base of a file name to receive output.

如下的指令会让Tesseract检查存储为 TaggedImageFileFormat (TIFF)格式的图1，然后使用第二个参数wm作为文件名的基础来接收输出。

2.I was trying to visualize how to construct a tesseract around a four-dimensional sphere when I drifted away to sleep.

当我渐渐睡着时，我还在想象在一个四维球体周围怎样构造一个超正方体。

3.I chose the Tesseract output from Listing 2, with its faults, as the test case for input into the script.

我选择了清单2的Tesseract输出及其错误作为此脚本输入的测试用例。

4.The following instruction asks Tesseract to examine Figure 1 stored in Tagged Image File Format (TIFF) format and then use the second argument, wm, as the base of a file name to receive output.

如下的指令会让Tesseract检查存储为 TaggedImageFileFormat (TIFF)格式的图1，然后使用第二个参数wm作为文件名的基础来接收输出。

5.The Tesseract has shown me so much. It's more than knowledge. It's truth.

宇宙魔方教会我好多，不只是知识，是真理。理。

6.The first section looks for the required argument supplied in the command line, which gives the name of the text file output from Tesseract in Listing 2.

第一节着眼于命令行内提供的必须参数，这个参数会给出输出自清单2内tesseract的文本文件的名称。

7.This article USES Tesseract (see Resources) as an example open source character recognition application.

本文使用Tesseract(参见参考资料)作为一个示例开源字符识别应用程序。

8.If you've heard of a tesseract cube, you may begin to understand.

如果你曾听说过超正方体，您也许已经对四度空间有了一个初步的了解。

9.In her art installation, she used a model of a 四维立方体 to represent complex mathematical ideas.

在她的艺术装置中，她使用了四维立方体的模型来表示复杂的数学思想。

10.Scientists theorize that understanding the 四维立方体 could lead to breakthroughs in physics.

科学家们推测，理解四维立方体可能会导致物理学的突破。

11.In the movie, the main character discovers a hidden 四维立方体 that allows them to travel through time.

在电影中，主角发现了一个隐藏的四维立方体，可以让他们穿越时间。

12.The video game features a 四维立方体 as a key element in solving puzzles.

这款视频游戏以四维立方体作为解决难题的关键元素。

13.The concept of a 四维立方体 fascinates mathematicians who study higher dimensions.

对于研究高维度的数学家来说，四维立方体的概念令人着迷。

作文

In the realm of mathematics and physics, the concept of a tesseract (超立方体) emerges as a fascinating exploration of higher dimensions. A tesseract is essentially a four-dimensional hypercube, extending the idea of a cube into an additional dimension that our three-dimensional minds struggle to comprehend. To visualize a tesseract, one can start with a point, which is zero-dimensional. When this point moves in space, it creates a line segment, representing one dimension. Further extending this line segment into a plane results in a square, a two-dimensional object. Continuing this process, when a square is extended into the third dimension, it forms a cube. Finally, the leap into the fourth dimension gives rise to the tesseract, a complex shape that cannot be fully represented in our three-dimensional world.The tesseract holds significant importance not only in theoretical mathematics but also in various scientific fields. In physics, particularly in the study of spacetime, the tesseract offers insights into the nature of the universe. It challenges our understanding of reality and encourages scientists to think beyond the conventional three dimensions we experience daily. For instance, some theories in string theory suggest the existence of multiple dimensions beyond the observable universe, where the tesseract serves as a model for visualizing these higher-dimensional spaces.Moreover, the tesseract has captured the imagination of writers and filmmakers, most notably in science fiction. In the novel "A Wrinkle in Time" by Madeleine L'Engle, the tesseract is used as a means of traveling through space and time. This imaginative portrayal illustrates how the tesseract transcends mere mathematical abstraction, becoming a symbol of adventure and exploration in the unknown realms of the universe.Understanding the tesseract requires a willingness to embrace complexity and abstraction. It invites us to ponder questions about the fabric of reality and our place within it. As we delve deeper into the study of dimensions, the tesseract serves as a reminder that there is much more to discover beyond our immediate perceptions. Whether in mathematics, physics, or art, the tesseract stands as a testament to human curiosity and the relentless pursuit of knowledge.In conclusion, the tesseract (超立方体) is not just a mathematical construct; it is a bridge to understanding higher dimensions and the mysteries of the universe. Its implications stretch across various disciplines, inspiring both scientific inquiry and creative expression. As we continue to explore the possibilities that lie beyond our three-dimensional experience, the tesseract will undoubtedly remain a central figure in our quest for understanding the cosmos and our existence within it.

在数学和物理的领域中，tesseract（超立方体）的概念作为对更高维度的迷人探索而出现。tesseract 本质上是一个四维超立方体，将立方体的概念扩展到一个额外的维度，这是我们三维思维难以理解的。要想象 tesseract，可以从一个点开始，这个点是零维的。当这个点在空间中移动时，它形成了一条线段，代表了一维。进一步将这条线段延伸到一个平面，形成一个正方形，一个二维对象。继续这个过程，当一个正方形被延伸到第三维时，它形成一个立方体。最后，跃入第四维产生了 tesseract，一个复杂的形状，无法在我们的三维世界中完全表示。tesseract 不仅在理论数学中具有重要意义，在各种科学领域也同样如此。在物理学中，特别是在时空研究中，tesseract 提供了对宇宙本质的深刻见解。它挑战了我们对现实的理解，并鼓励科学家超越我们日常生活中所经历的传统三维思维。例如，一些弦理论中的理论建议存在超出可观察宇宙的多个维度，其中 tesseract 作为可视化这些高维空间的模型。此外，tesseract 还吸引了作家和电影制作者的想象力，尤其是在科幻作品中。在麦德琳·兰格尔的小说《时间的皱折》中，tesseract 被用作穿越时空的手段。这种富有想象力的描绘表明，tesseract 超越了单纯的数学抽象，成为了冒险和探索宇宙未知领域的象征。理解 tesseract 需要愿意接受复杂性和抽象性。它邀请我们思考关于现实结构和我们在其中的位置的问题。当我们深入研究维度时，tesseract 作为一个提醒，表明在我们直接的感知之外还有很多东西等待发现。无论是在数学、物理还是艺术中，tesseract 都作为人类好奇心和对知识不懈追求的证明。总之，tesseract（超立方体）不仅仅是一个数学构造；它是理解更高维度和宇宙奥秘的桥梁。它的影响跨越了多个学科，激励着科学探究和创造性表达。当我们继续探索超出我们三维体验的可能性时，tesseract 无疑将继续成为我们理解宇宙及其内在存在的核心人物。