'Factorial 1' presentation slideshows

COSC 3101A - Design and Analysis of Algorithms 3

829 views • 68 slides

COSC 3101A - Design and Analysis of Algorithms 3

696 views • 68 slides

Comp 110/401 Recursion

Comp 110/401 Recursion. Instructor: Prasun Dewan. Prerequisites. Conditionals. Recursion. English definition Return (Oxford/Webster) procedure repeating itself indefinitely or until condition met, such as grammar rule (Webster) English examples adequate : satisfactory

464 views • 32 slides

Comp 110 Recursion

Comp 110 Recursion. Instructor : Jason Carter. Recursion. English Return (Oxford/Webster) procedure repeating itself indefinitely or until condition met, such as grammar rule (Webster) adequate : satisfactory satisfactory : adequate recursion : recursion Mathematics

325 views • 31 slides

Feb 7, 2015

Clojure 2. Feb 7, 2015. Functions. The syntax to define a named function is: (defn function_name [ arguments ] expressions ) The value of the function is the value of the last expression evaluated The syntax of a function call is ( function arguments )

483 views • 23 slides

Recursion

241 views • 23 slides

Function

426 views • 21 slides

Chapter 17 Recursion ( ?? )

297 views • 21 slides

Recursion

184 views • 17 slides

Looping I ( while statement)

Looping I ( while statement). Outline. Looping/repetition construct while statement (section 5.1). Repetition. Repetition or looping provides for the repeated execution of part of the algorithm. Exercise 1. Problem

136 views • 12 slides

4.5 Program Correctness

4.5 Program Correctness. Definition 1: A program, or program segment, S is said to be partially correct with respect to the initial assertion p and the final assertion q if whenever p is true for the input values of S and S terminates, then q is true for the output values of S.

273 views • 8 slides

CS1201: Programming Language 2

228 views • 8 slides

4.5 Program Correctness

4.5 Program Correctness. Definition 1: A program, or program segment, S is said to be partially correct with respect to the initial assertion p and the final assertion q if whenever p is true for the input values of S and S terminates, then q is true for the output values of S.

120 views • 8 slides