Nghĩa của từ subtree bằng Tiếng Sec

subtree <n.> podstrom Entry edited by: B2

Đặt câu có từ "subtree"

Dưới đây là những mẫu câu có chứa từ "subtree", trong bộ từ điển Từ điển Tiếng Anh - Tiếng Sec. Chúng ta có thể tham khảo những mẫu câu này để đặt câu trong tình huống cần đặt câu với từ subtree, hoặc tham khảo ngữ cảnh sử dụng từ subtree trong bộ từ điển Từ điển Tiếng Anh - Tiếng Sec

1. Subtree analysis and three area satements (TASS) procedure are used to deal with the area relationship in historical biogeography.

2. 7 Subtree analysis and three area satements (TASS) procedure are used to deal with the area relationship in historical biogeography.

3. In computer science, a binary search tree (Bst), also called an ordered or sorted binary tree, is a rooted binary tree whose internal nodes each store a key greater than all the keys in the node's left subtree and less than those in its right subtree

4. The aim of the CSS Containment specification is to improve performance of web pages by allowing developers to isolate a subtree of the page from the rest of the page

5. The embodiments of the invention resolve the inconvenience that the NETCONF protocol subtree filter mechanism only includes exact match and absolute path, need provide more known information in the data searching.

6. By adding childContextTypes and getChildContext to MessageList (the Context provider), React passes the information down automatically and any component in the subtree (in this case, Button) can access it by defining ContextTypes.

7. The following is the definition of Binary Search Tree (Bst) according to Wikipedia Binary Search Tree is a node-based binary tree data structure which has the following properties: The left subtree of a node contains only nodes with keys lesser than the node’s key.

8. We study out-Branchings rooted at a given vertex s with the extra requirement that these satisfy certain balance conditions, such as balancing the number of arcs out of s, the number of vertices in each subtree of the branching etc.We obtain polynomial algorithms for several of the problems and study the borderline between polynomial and NP-complete special cases of the problems.