Princeton University
COS 217: Introduction to Programming Systems

Assignment 3: A Symbol Table ADT


Purpose

The purpose of this assignment is to help you learn C dynamic memory management, and how to create abstract data types (ADTs) in C. It also will give you the opportunity to gain more experience with the GNU/Linux programming tools, especially bash, emacs, gdb, and make.


Rules

Implementing hash table expansion (as described below) is the "extra challenge" part of this assignment. While doing the "extra challenge" part of the assignment, you are bound to observe the course policies regarding assignment conduct as given in the course Policies web page, plus one additional policy: you may not use any "human" sources of information. That is, you may not consult with the course's staff members, the lab teaching assistants, other current students via Piazza, or any other people while working on the "extra challenge" part of an assignment, except for clarification of requirements.

The extra challenge part is worth 10 percent of this assignment. So if you don't do any of the "extra challenge" part and all other parts of your assignment solution are perfect and submitted on time, then your grade for the assignment will be 90 percent.


Background

A symbol table is an unordered collection of bindings. A binding consists of a key and a value. A key is a string that uniquely identifies its binding; a value is data that is somehow pertinent to its key. A symbol table allows its client to insert (put) new bindings, to retrieve (get) the values of bindings with specified keys, and to remove bindings with specified keys. Symbol tables are used often in programming systems; compilers, assemblers, and execution profilers use them extensively.

There are several reasonable ways to implement a symbol table. A simple implementation might store the bindings in a linked list. Linked lists are described in Section 2.7 of The Practice of Programming (Kernighan and Pike) and Section 17.5 of C Programming: A Modern Approach (King). A more efficient implementation might use a hash table. Hash tables are described in Section 2.9 of The Practice of Programming (Kernighan & Pike).


Your Task

Your task in this assignment is to create an ADT named SymTable. Each SymTable object must be a symbol table. A SymTable object must be generic. That is, a SymTable object must contain values which are void pointers, and thus can point to data of any type.

You must create two implementations of your SymTable ADT: one that uses a linked list and another that uses a hash table.


The SymTable Interface

Store your SymTable interface in a file named symtable.h. It must contain these function declarations:

SymTable_T SymTable_new(void);

void SymTable_free(SymTable_T oSymTable);

int SymTable_getLength(SymTable_T oSymTable);

int SymTable_put(SymTable_T oSymTable, const char *pcKey, const void *pvValue);

void *SymTable_replace(SymTable_T oSymTable, const char *pcKey,
   const void *pvValue);

int SymTable_contains(SymTable_T oSymTable, const char *pcKey);

void *SymTable_get(SymTable_T oSymTable, const char *pcKey);

void *SymTable_remove(SymTable_T oSymTable, const char *pcKey);

void SymTable_map(SymTable_T oSymTable,
   void (*pfApply)(const char *pcKey, void *pvValue, void *pvExtra),
   const void *pvExtra);

SymTable_new must return a new SymTable object that contains no bindings, or NULL if insufficient memory is available.

SymTable_free must free all memory occupied by oSymTable.

SymTable_getLength must return the number of bindings in oSymTable.

If oSymTable does not contain a binding with key pcKey, then SymTable_put must add a new binding to oSymTable consisting of key pcKey and value pvValue and return 1 (TRUE). Otherwise the function must leave oSymTable unchanged and return 0 (FALSE). If insufficient memory is available, then the function must leave oSymTable unchanged and return 0 (FALSE).

If oSymTable contains a binding with key pcKey, then SymTable_replace must replace the binding's value with pvValue and return the old value. Otherwise it must leave oSymTable unchanged and return NULL.

SymTable_contains must return 1 (TRUE) if oSymTable contains a binding whose key is pcKey, and 0 (FALSE) otherwise.

SymTable_get must return the value of the binding within oSymTable whose key is pcKey, or NULL if no such binding exists.

If oSymTable contains a binding with key pcKey, then SymTable_remove must remove that binding from oSymTable and return the binding's value. Otherwise the function must not change oSymTable and return NULL.

SymTable_map must apply function *pfApply to each binding in oSymTable, passing pvExtra as an extra parameter. That is, the function must call (*pfApply)(pcKey, pvValue, pvExtra) for each pcKey/pvValue binding in oSymTable.

A SymTable object is responsible for allocating the memory in which its keys reside. Specifically, SymTable_put must not simply store the value of pcKey within the binding that it creates. Instead SymTable_put must make a defensive copy of the string to which pcKey points, and store the address of that copy within the new binding. You will find the standard C functions strlen, malloc, and strcpy useful for making the copy. Thereafter a SymTable object must own its keys. That is, a SymTable object must free the memory in which its keys reside when that memory is no longer required.

Conversely, a SymTable object is not responsible for allocating the memory in which its values reside. Specifically, SymTable_put must simply store the value of pvValue within the binding that it creates. SymTable_put must not make a defensive copy of the object to which pvValue points. In fact SymTable_put cannot make a copy of the object pointed to by pvValue; since SymTable_put cannot determine the type of that object, SymTable_put cannot make a copy of that object. Thus a SymTable object must not own its values; it must not free the memory in which its values reside. (That memory might not even be in the heap! Freeing it could be a disaster!)


The SymTable Linked List Implementation

Your SymTable linked list implementation must:


The SymTable Hash Table Implementation

Your SymTable hash table implementation must:

/* Return a hash code for pcKey that is between 0 and iBucketCount-1,
   inclusive.  Adapted from the COS 217 lecture notes. */

static int SymTable_hash(const char *pcKey, int iBucketCount)
{
   enum {HASH_MULTIPLIER = 65599};
   int i;
   unsigned int uiHash = 0U;
   assert(pcKey != NULL);
   for (i = 0; pcKey[i] != '\0'; i++)
      uiHash = uiHash * (unsigned int)HASH_MULTIPLIER
               + (unsigned int)pcKey[i];
   return (int)(uiHash % (unsigned int)iBucketCount);
}

Concerning hash table expansion:


Logistics

Develop on FC010 using emacs to create source code, gdb to debug, and meminfo and valgrind to check for dynamic memory management errors.

Critique your code using the splint tool. Each time splint generates a warning on your code, you must either (1) edit your code to eliminate the warning, or (2) explain your disagreement with the warning in your readme file.

Similarly, critique your code using the critTer tool. Each time critTer generates a warning on your code, you must either (1) edit your code to eliminate the warning, or (2) explain your disagreement with the warning in your readme file.

A client module defined in testsymtable.c is available in the /u/cos217/Assignment3 directory on FC010. That module requires you to provide a single command-line argument, which must be an integer that specifies a binding count. The module tests your SymTable ADT by manipulating several SymTable objects. One of those SymTable objects contains the specified number of bindings. The module writes to the standard output stream an indication of how much CPU time it consumed while manipulating that SymTable object. Use testsymtable.c to test your SymTable ADT. Create additional test programs, as you deem necessary, to test your SymTable ADT.

Compose a Makefile. The first dependency rule of the Makefile must command make to build two executable files: testsymtablelist (using, indirectly, testsymtable.c and symtablelist.c) and testsymtablehash (using, indirectly, testsymtable.c and symtablehash.c). That is, the first dependency rule of your Makefile must be:

all: testsymtablelist testsymtablehash

The Makefile that you submit must:

We recommend that you create your Makefile early in your development process. Doing so will allow you to use and test your Makefile during development.

Compose a readme file by copying the file /u/cos217/Assignment3/readme to your project directory, and editing the copy by replacing each area marked "<Complete this section.>" as appropriate.

One of the sections of the readme file requires you to list the authorized sources of information that you used to complete the assignment. Another section requires you to list the unauthorized sources of information that you used to complete the assignment. Your grader will not grade your submission unless you have completed those sections. To complete the "authorized sources" section of your readme file, copy the list of authorized sources given in the "Policies" web page to that section, and edit it as appropriate.

Place in your readme file the CPU times reported by the testsymtable.c client module with binding counts 100, 1000, 10000, 100000, and 1000000 using (1) your linked list implementation, (2) your non-expanding hash table implementation, and (3) your expanding hash table implementation. You can create a non-expanding hash table implementation by temporarily commenting-out your expansion code; don't forget to "comment in" that code before submitting your work. If the CPU time consumed is more than 5 minutes, then the testsymtable.c client module will abort execution. In that case you must write "More than 5 minutes."

Submit your work electronically on FC010 using this command:

submit 3 symtable.h symtablelist.c symtablehash.c Makefile readme

Grading

Minimal requirement to receive credit for the SymTable linked list implementation:

Minimal requirement to receive credit for the SymTable hash table implementation:

We will grade your work on quality from the user's and programmer's points of view. From the user's point of view, your module has quality if it behaves as it must. The correct behavior of the SymTable ADT is defined by the previous sections of this assignment specification.

From the programmer's point of view, a program has quality if it is well styled and thereby easy to maintain. In part, good style is defined by the splint and critTer tools, and by the rules given in The Practice of Programming (Kernighan and Pike) as summarized by the Rules of Programming Style document.

The more course-specific style rules listed in the previous assignment specifications also apply, as do these:

To encourage good coding practices, we will deduct points if gcc217 generates warning messages.


Note: splint Warnings on testsymtable.c

When given the testsymtable.c file, splint generates warning messages about the use of the sprintf function, and suggests using the snprintf function instead.

splint complains because sprintf does not check the length of the array (alias buffer) into which it assigns characters, and so could cause a buffer overflow if the given array is too short. It suggests using snprintf because that function allows the caller to specify the length of the array.

Don't be concerned about those warning messages. You need not copy them to your readme file or explain them. Contrary to splint's suggestion, testsymtable.c uses sprintf instead of snprintf because:


Note: critTer Warnings on testsymtable.c

When given the testsymtable.c file, critTer generates warning messages about the use of "magic numbers," the number of statments in some functions, the number of function definitions in the file, and the number of lines in the file. Do not be concerned about those warning messages. You need not copy those warning messages to your readme file or explain them. We judged that using magic numbers and defining long functions in testsymtable.c was clearer than the alternative. And splitting testsymtable.c into multiple files would have complicated the build process unnecessarily.


This assignment was created by Robert M. Dondero, Jr.
with input from other faculty members