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Programming Paradigms

Introduction to Functional Programming in SchemeExercise 1.1Installing a Scheme System
 Exercise 1.2Testing functional programs
 Exercise 1.3A Proper List Predicate *
 Exercise 1.4Construction of symbolic expressions *
 Exercise 1.5Every second element of a list **
 Exercise 1.6Creation of association lists *
 Exercise 1.7Association lists and property lists *
 Exercise 1.8The get-prop function for property lists
 Exercise 1.9Parameter passing in Scheme *
 Exercise 1.10A calendar language - Some calendar functions ****
 Exercise 1.11A counterpart to list-tail **
 Exercise 1.12The function butlast **
 Exercise 1.13Lexicographic photo file naming ***
 Exercise 1.14A music language in Scheme ****
 Exercise 1.15Group formation ***
Recursion and Higher-order FunctionsExercise 2.1The append function **
 Exercise 2.2A list replication function **
 Exercise 2.3More about string-merge *
 Exercise 2.4Sublists of a list **
 Exercise 2.5A variant of number-interval *
 Exercise 2.6A variant of string-of-char-list? **
 Exercise 2.7Using flip, negate, and compose *
 Exercise 2.8Linear string search **
 Exercise 2.9Index in list **
 Exercise 2.10Binary search in sorted vectors ***
 Exercise 2.11Generating a C-style compare function **
 Exercise 2.12Higher-order functions in 'Functional Programming Languages' **
 Exercise 2.13Iterative mapping function **
 Exercise 2.14Table exercise: transposing, row elimination, and column elimination. **
 Exercise 2.15A straightforward filter function **
 Exercise 2.16Quantifier Functions **
 Exercise 2.17Playing with curried functions in Scheme *
 Exercise 2.18Generation of functions with a very flexible signature ***
 Exercise 2.19Generalization of curry-2 and curry-3 ***
 Exercise 2.20Generalized compose ***
 Exercise 2.21Generation of approximations to differentiated functions **
 Exercise 2.22The cartesian product of two sets **
 Exercise 2.23Powerset **
 Exercise 2.24Generation of get-prop
Simulation of other Paradigms and ContinuationsExercise 3.1Points and Rectangle **
 Exercise 3.2Color Point Extensions ***
 Exercise 3.3Representing HTML with objects in Scheme ****
 Exercise 3.4A discriminant function in continuation passing style **
 Exercise 3.5Trampolining a recursive factorial function without tail calls?! **
 Exercise 3.6A variant of seesaw that completes both threads ***
 Exercise 3.7Can you read and understand an expression with call/cc? **
 Exercise 3.8Capturing a continuation when traversing a list ***
Evaluation Order and Infinite ListsExercise 4.1Finite streams
 Exercise 4.2A stream of factorial numbers
 Exercise 4.3Stream appending and stream merging
 Exercise 4.4A stream of square root numbers

Possible solutions can be found on the lecture specific exercise page (first column)

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