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Sunday, November 27, 2016. 99 Clojure Problems – 64: Binary Tree Layout (1). Given a binary tree as defined before being either a vector of the form [v l r] or nil. As a preparation for drawing the tree, a layout algorithm is required to determine the position of each node in a rectangular grid. In this layout strategy, the position of a node v is obtained by the following two rules:. X(v) is equal to the position of the node v in the inorder. Y(v) is equal to the depth of the node v in the tree sequence".

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Sunday, November 27, 2016. 99 Clojure Problems – 64: Binary Tree Layout (1). Given a binary tree as defined before being either a vector of the form [v l r] or nil. As a preparation for drawing the tree, a layout algorithm is required to determine the position of each node in a rectangular grid. In this layout strategy, the position of a node v is obtained by the following two rules:. X(v) is equal to the position of the node v in the inorder. Y(v) is equal to the depth of the node v in the tree sequence.

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Sunday, November 27, 2016. 99 Clojure Problems – 64: Binary Tree Layout (1). Given a binary tree as defined before being either a vector of the form [v l r] or nil. As a preparation for drawing the tree, a layout algorithm is required to determine the position of each node in a rectangular grid. In this layout strategy, the position of a node v is obtained by the following two rules:. X(v) is equal to the position of the node v in the inorder. Y(v) is equal to the depth of the node v in the tree sequence".

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p.brc: May 2015

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Saturday, May 30, 2015. 99 Clojure Problems – 58: Generate-and-Test Paradigm. Apply the generate-and-test paradigm to construct all symmetric, completely balanced binary trees with a given number of nodes. How many such trees are there with 57 nodes? Investigate about how many solutions there are for a given number of nodes? What if the number is even? Write an appropriate function.". Symmetric-cbalanced-trees 5 'x) ([x [x nil [x nil nil] [x [x nil nil] nil] [x [x [x nil nil] nil] [x nil [x nil nil] ]).

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p.brc: 99 Clojure Problems – 60: Construct Height-balanced Binary Trees with a Given Number of Nodes.

http://pbrc.blogspot.com/2016/01/99-clojure-problems-60-construct-height.html

Saturday, January 16, 2016. 99 Clojure Problems – 60: Construct Height-balanced Binary Trees with a Given Number of Nodes. Construct height-balanced binary trees with a given number of nodes. Consider a height-balanced binary tree of height H. What is the maximum number of nodes it can contain? Clearly, MaxN = 2H - 1. However, what is the minimum number MinN? On the other hand, we might ask: what is the maximum height H a height-balanced binary tree with N nodes can have? The question contains a hint tow...

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p.brc: February 2016

http://pbrc.blogspot.com/2016_02_01_archive.html

Sunday, February 21, 2016. 99 Clojure Problems – 61: Count the Leaves of a Binary Tree. A leaf is a node with no successors. Write a method leaf-count to count them.". Deftest p61-count-leaves (is (= (leaf-count '[x [x [x nil nil] nil] [x nil nil] ) 2) ). I simply walked the tree and counted all the leaves. Both functions, for detecting leaves and walking the tree, existed from previous exercises. See the solution on Github. Read more about this series. Wednesday, February 17, 2016. Construct height-bala...

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p.brc: 99 Clojure Problems – 60 (alternative solution): Construct Height-balanced Binary Trees with a Given Number of Nodes.

http://pbrc.blogspot.com/2016/02/99-clojure-problems-60-alternative.html

Wednesday, February 17, 2016. 99 Clojure Problems – 60 (alternative solution): Construct Height-balanced Binary Trees with a Given Number of Nodes. This post describes an alternative solution to problem 60. Based on logic programming. Check out my previous post. For a functional Clojure solution. The original 99 problems were compiled to teach Prolog. Clojure's core.logic. Are probably good places to start. Clearly, MaxN = 2H - 1. However, what is the minimum number MinN? Defne min-nodes [h n] ([0 0]) ([...

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p.brc: 99 Clojure Problems – 64: Binary Tree Layout (1)

http://pbrc.blogspot.com/2016/11/99-clojure-problems-64-layout-binary.html

Sunday, November 27, 2016. 99 Clojure Problems – 64: Binary Tree Layout (1). Given a binary tree as defined before being either a vector of the form [v l r] or nil. As a preparation for drawing the tree, a layout algorithm is required to determine the position of each node in a rectangular grid. In this layout strategy, the position of a node v is obtained by the following two rules:. X(v) is equal to the position of the node v in the inorder. Y(v) is equal to the depth of the node v in the tree sequence".

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Vienna Scala User Group. About the Vienna Scala User Group. We are a bunch of software developers interested in discovering Scala, learning about new techniques and frameworks and meeting other Scala developers in the Vienna area. Our aim is to meet regularly in 4 week cycles and share knowledge and experiences about the Scala programming language and its ecosystem. We our Google group for communication, so make sure you subscribe to it to be informed: http:/ groups.google.com/group/scala-vienna. Scala i...

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Sunday, November 27, 2016. 99 Clojure Problems – 64: Binary Tree Layout (1). Given a binary tree as defined before being either a vector of the form [v l r] or nil. As a preparation for drawing the tree, a layout algorithm is required to determine the position of each node in a rectangular grid. In this layout strategy, the position of a node v is obtained by the following two rules:. X(v) is equal to the position of the node v in the inorder. Y(v) is equal to the depth of the node v in the tree sequence".

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