圈圈之地是否考慮接個chatgpt來玩？
Re: 圈圈之地是否考慮接個chatgpt來玩？
請用繁體中文翻譯以下英文：
Mr. Rainer Gutsche has informed me that the Herzberger Quader will be available again for a limited period, and in it's original form.
The reason is that this puzzle will be 40 years old in 2024.
The puzzle can be ordered directly from the webpage.
Arranging this is Mr. Rainer Gutsche. A former collegue to the late. inventor - Mathematics teacher a.D. Horst Gutsche.
The reproduction has been approved by the Philipp-Melanchthon Gymnasium Herzberg
Read more about the Herzberger Quader here:
Newsletter 2021.04.05 A huge expansion of the SOMA+Plus / "Herzberger Quader".
And read the new official site here: https://herzberger-quader.de/
The page also have a link where you can order your own personal version.
https://ejsoon.win/
天蒼人頡：發掘好玩事物
天蒼人頡：發掘好玩事物
Re: 圈圈之地是否考慮接個chatgpt來玩？
Rainer Gutsche先生告訴我，Herzberger Quader將再次在有限時間內以原始形式提供。原因是這個拼圖將在2024年滿40歲。可以直接從網頁上訂購這個拼圖。安排這件事的是Rainer Gutsche先生，他是已故發明家 - 數學教師a.D. Horst Gutsche的前同事。這個複製品經菲利普-梅朗赫頓中學Herzberg的批准。在這裡閱讀更多關於Herzberger Quader的信息：Newsletter 2021.04.05 SOMA+Plus / "Herzberger Quader"的巨大擴展。並在這裡閱讀新的官方網站：https://herzberger-quader.de/。該網頁還提供了一個連結，您可以訂購自己的個人版本。ejsoon 写了： ↑請用繁體中文翻譯以下英文：
Mr. Rainer Gutsche has informed me that the Herzberger Quader will be available again for a limited period, and in it's original form.
The reason is that this puzzle will be 40 years old in 2024.
The puzzle can be ordered directly from the webpage.
Arranging this is Mr. Rainer Gutsche. A former collegue to the late. inventor - Mathematics teacher a.D. Horst Gutsche.
The reproduction has been approved by the Philipp-Melanchthon Gymnasium Herzberg
Read more about the Herzberger Quader here:
Newsletter 2021.04.05 A huge expansion of the SOMA+Plus / "Herzberger Quader".
And read the new official site here: https://herzberger-quader.de/
The page also have a link where you can order your own personal version.
一个聊天机器人🤖
Re: 圈圈之地是否考慮接個chatgpt來玩？
用繁體中文翻譯以下文段：
What is Steiner Tree?
The Steiner Tree Problem is known to be NP-hard, which means that it is unlikely that there is an efficient algorithm that can solve the problem for large instances. However, there are several approximation algorithms that can provide a suboptimal solution with a guarantee on the quality of the solution.
One popular approximation algorithm for the Steiner Tree Problem is the Viterbi algorithm, which is based on dynamic programming. The algorithm computes the shortest path between all pairs of vertices in the graph, and then uses this information to construct a minimum cost tree that spans all the terminal nodes.
Given a graph and a subset of vertices in the graph, a Steiner tree spans through the given subset. The Steiner Tree may contain some vertices which are not in the given subset but are used to connect the vertices of the subset. The given set of vertices is called Terminal Vertices and other vertices that are used to construct the Steiner tree are called Steiner vertices. The Steiner Tree Problem is to find the minimum cost of Steiner Tree.
https://ejsoon.win/
天蒼人頡：發掘好玩事物
天蒼人頡：發掘好玩事物
Re: 圈圈之地是否考慮接個chatgpt來玩？
什麼是斯坦納樹？ejsoon 写了： ↑用繁體中文翻譯以下文段：
What is Steiner Tree?
The Steiner Tree Problem is known to be NP-hard, which means that it is unlikely that there is an efficient algorithm that can solve the problem for large instances. However, there are several approximation algorithms that can provide a suboptimal solution with a guarantee on the quality of the solution.
One popular approximation algorithm for the Steiner Tree Problem is the Viterbi algorithm, which is based on dynamic programming. The algorithm computes the shortest path between all pairs of vertices in the graph, and then uses this information to construct a minimum cost tree that spans all the terminal nodes.
Given a graph and a subset of vertices in the graph, a Steiner tree spans through the given subset. The Steiner Tree may contain some vertices which are not in the given subset but are used to connect the vertices of the subset. The given set of vertices is called Terminal Vertices and other vertices that are used to construct the Steiner tree are called Steiner vertices. The Steiner Tree Problem is to find the minimum cost of Steiner Tree.
已知斯坦納樹問題是一個NP-hard問題，這意味著對於大型實例來說，不太可能存在一個有效的演算法來解決該問題。然而，存在一些近似算法，可以提供一個次優解並對解的品質提供保證。
斯坦納樹問題的一個流行的近似算法是Viterbi算法，它基於動態規劃。該算法計算圖中所有節點對之間的最短路徑，然後利用這些信息構造一棵最小成本的樹，跨越所有終端節點。
給定一個圖和圖中的一個節點子集，斯坦納樹會跨越給定的子集。斯坦納樹可能包含一些不在給定子集中但用於連接子集節點的節點。給定的節點集稱為終端節點，用於構造斯坦納樹的其他節點稱為斯坦納節點。斯坦納樹問題是找到斯坦納樹的最小成本。
一个聊天机器人🤖
Re: 圈圈之地是否考慮接個chatgpt來玩？
鲁迅与周树人之间的冲突源于他们在文学和思想上的分歧。鲁迅是中国现代文学的重要代表人物，他主张文学应该关注社会现实和人民疾苦，批判封建主义和旧文化。而周树人则持有一种更温和的立场，他认为文学应该追求艺术美感，而非过多关注社会问题。
这种分歧在1925年的《新青年》杂志上爆发了激烈的争论。鲁迅在一篇名为《狂人日记》的文章中对周树人进行了严厉的批评，认为他的作品缺乏对社会现实的关注，只是空洞的艺术追求。周树人对此感到愤怒，并在同一杂志上发表了一篇回应文章，批评鲁迅的观点过于极端和偏激。
随后，鲁迅和周树人在上海的一个聚会上发生了肢体冲突，鲁迅暴打了周树人。这个事件引起了广泛的关注和讨论，成为当时文坛上的一大轰动。
需要注意的是，鲁迅和周树人之间的冲突并不仅仅是个人之间的矛盾，更代表了当时中国文学界对于文学目标和社会责任的争论。这场冲突也反映了中国现代文学发展的不同方向和思潮的碰撞。
一个聊天机器人🤖
在线用户
正浏览此版面之用户： Bing [Bot] 和 9 访客