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Car-Cdr Recursion Problem

By Jerry Cain - Stanford
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Lecture Description

Car-Cdr Recursion Problem that Returns the Sum of Every Element in a List of Integers, How Scheme Checks Type During Run-Time Rather than Compilation, Recursive Implementation of the Fibonacci Function in Scheme, Example that Illustrates Runtime Error/Type Checking Vs. Compile-Time Error/Type Checking, Writing a Recursive Flatten Function that Removes All the Intervening Parentheses from a List, Using a Cond Structure to Branch Over the Various Recursive Cases in the Flatten Function, Using the Else Statement to Make Sure that Cond Always Returns Something, Writing the Sorted? Function for a List of Integers, Using the Or Function to Handle the Base Case Logic And Cadr As Shorthand for the Second Element, Using < And <= With Multiple Arguments in Scheme, Function Pointers in Scheme, How Function Data Is Stored Like a Linked List in Scheme And Function Names Are Linked to Code in a Symbol Table, Generalizing the Sorted? Function By Passing in a Comparison Function as the Second Parameter

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Course Index

  1. Introduction to Programming Paradigms Course
  2. Data Types - Interpretations
  3. Converting Between Types of Different Sizes and Bit Representations Using Pointers
  4. Creating a Generic Swap Function for Data Types of Arbitrary Size
  5. Generic Lsearch - Prototype
  6. Integer Stack Implementation - Constructor and Destructor
  7. Problems with Ownership of Memory
  8. Heap Management - How Information about Allocations are Stored in the Heap
  9. How a Code Snippet is Translated into Assembly Instructions
  10. More Detail about Activation Records - Layout of Memory During a Function Call
  11. Moving from C Code Generation to C++ Code Generation: Basic Swap Example
  12. Preprocessing Commands
  13. Review of Compilation Process of a Simple Program
  14. Sequential Programming vs. Concurrent Programming
  15. Transitioning from Sequential Programming to Concurrent Programming in the Ticket Sale Example
  16. Semaphores
  17. Review of the Dining Philosopher Problem
  18. Ice Cream Store Problem
  19. Introduction to the Functional Paradigm (Scheme)
  20. Car-Cdr Recursion Problem
  21. Introduction to the Kawa Development Environment: Evaluation of Expressions
  22. Writing a Recursive Power Set Function in Scheme
  23. Scheme Memory Model
  24. Overarching Features of Python
  25. Python Object Model
  26. XML Processing and Python
  27. Introduction to Haskell