'Extended binary tree' presentation slideshows

Recursive Definitions and Structural Induction

Recursive Definitions and Structural Induction. CS/APMA 202 Rosen section 3.4 Aaron Bloomfield. Recursion. Recursion means defining something, such as a function, in terms of itself For example, let f ( x ) = x ! We can define f ( x ) as f ( x ) = x * f( x -1). Recursion example.

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Recursive Definitions and Structural Induction

Recursive Definitions and Structural Induction. CS 202 Epp section ??? Aaron Bloomfield. Recursion. Recursion means defining something, such as a function, in terms of itself For example, let f ( x ) = x ! We can define f ( x ) as f ( x ) = x * f( x -1). Recursion example.

594 views • 47 slides

Recursive Definitions and Structural Induction

Recursive Definitions and Structural Induction. CS 202 Epp section ??? Aaron Bloomfield. Recursion. Recursion means defining something, such as a function, in terms of itself For example, let f ( x ) = x ! We can define f ( x ) as f ( x ) = x * f( x -1). Recursion example.

594 views • 47 slides

Introduction to Computer Science 2 Lecture 7: Extended binary trees

Introduction to Computer Science 2 Lecture 7: Extended binary trees. Prof. Neeraj Suri Brahim Ayari. In advance: Search in binary trees. Binary trees can be considered as decision trees. Each node represent a decision, the edges the different possibilities.

391 views • 23 slides

Strong Induction

1.29k views • 18 slides