Abstract array - c program, C/C++ Programming

Assignment Help:

Abstract array - c program:

AbstractArray::AbstractArray( int anUpper, int aLower, sizeType aDelta )

{

    PRECONDITION( anUpper >= aLower );

    lastElementIndex = aLower - 1;

    lowerbound = aLower;

    upperbound = anUpper;

    delta = aDelta;

 

    theArray = new Object *[ arraySize() ];

    if( theArray == 0 )

        ClassLib_error(__ENOMEM);

 

    for( int i = 0; i < arraySize(); i++ )

        {

        theArray[ i ] = ZERO;

        }

}

 

AbstractArray::~AbstractArray()

{

    PRECONDITION( theArray != 0 );

    if( ownsElements() )

        for( int i = 0; i < arraySize(); i++ )

            if( theArray[ i ] != ZERO )

                delete theArray[ i ];

    delete [] theArray;

}

 

void AbstractArray::detach( Object& toDetach, DeleteType dt )

{

    detach( find( toDetach ), dt );

}

 

void AbstractArray::detach( int atIndex, DeleteType dt )

{

    PRECONDITION( atIndex >= lowerbound &&

                  atIndex <= upperbound && theArray != 0

                );

 

    if( ptrAt(atIndex) != ZERO )

        {

        if( delObj(dt) )

            delete ptrAt(atIndex);

        itemsInContainer--;

        }

    removeEntry(atIndex);

    if( atIndex <= lastElementIndex )

        lastElementIndex--;

    CHECK( itemsInContainer != UINT_MAX );

}

 

void AbstractArray::flush( DeleteType dt )

{

    if( delObj(dt) )

        for( unsigned i = 0; i <= zeroBase(upperbound); i++ )

            if( theArray[i] != ZERO )

                delete theArray[i];

 

    for( unsigned i = 0; i <= zeroBase(upperbound); i++ )

        theArray[i] = ZERO;

 

    itemsInContainer = 0;

    lastElementIndex = lowerbound-1;

}

 

inline unsigned nextDelta( unsigned sz, unsigned delta )

{

    return (sz%delta) ? ((sz+delta)/delta)*delta : sz;

}

 

void AbstractArray::reallocate( sizeType newSize )

{

    PRECONDITION( newSize > arraySize() );

    if( delta == 0 )

        ClassLib_error(__EEXPANDFS);

 

    sizeType adjustedSize = arraySize() +

                            nextDelta( newSize - arraySize(), delta );

    Object **newArray = new Object *[ adjustedSize ];

    if( newArray == 0 )

        ClassLib_error(__ENOMEM);

 

    memcpy( newArray, theArray, arraySize() * sizeof( theArray[0] ) );

 

    for( int i = arraySize(); i < adjustedSize; i++ )

        newArray[i] = ZERO;

 

    delete [] theArray;

    theArray = newArray;

    upperbound = adjustedSize + lowerbound - 1;

}

 

void AbstractArray::setData( int loc, Object *data )

{

    PRECONDITION( loc >= lowerbound && loc <= upperbound );

    theArray[ zeroBase(loc) ] = data;

}

 

void AbstractArray::insertEntry( int loc )

{

    PRECONDITION( loc >= lowerbound && loc <= upperbound );

    memmove( theArray + zeroBase(loc) + 1,

             theArray + zeroBase(loc),

             (upperbound - loc)*sizeof( theArray[0] )

           );

}

 

void AbstractArray::removeEntry( int loc )

{

    if( loc >= lastElementIndex )

        theArray[zeroBase(loc)] = ZERO;

    else

        squeezeEntry( zeroBase(loc) );

}

 

void AbstractArray::squeezeEntry( int squeezePoint )

{

    PRECONDITION( squeezePoint >= 0 &&

                  squeezePoint <= zeroBase(lastElementIndex)

                );

 

    memmove( theArray + squeezePoint,

             theArray + squeezePoint + 1,

             (zeroBase(lastElementIndex)-squeezePoint)*sizeof( theArray[0] )

           );

        theArray[zeroBase(lastElementIndex)] = ZERO;

}

 

int AbstractArray::find( const Object& o )

{

    if( o == NOOBJECT )

        return INT_MIN;

 

    for( int index = 0; index < arraySize(); index++ )

        if( *(theArray[index]) == o )

            return boundBase(index);

    return INT_MIN;

}

 

inline int isZero( const Object *o )

{

    return o == &NOOBJECT;

}

 

int AbstractArray::isEqual( const Object& testObject ) const

{

    PRECONDITION( isA() == testObject.isA() );

    AbstractArray& test = (AbstractArray&)testObject;

    if( lowerbound != test.lowerbound || upperbound != test.upperbound )

        return 0;

 

    for( int i = 0; i < arraySize(); i++ )

        {

        if( isZero(theArray[i]) != isZero(test.theArray[i]) )

            return 0;

        if( *(theArray[i]) != *(test.theArray[i]) )

            return 0;

        }

    return 1;

}

 

ContainerIterator& AbstractArray::initIterator() const

{

    return *( (ContainerIterator *)new ArrayIterator( *this ) );

}

 

void AbstractArray::printContentsOn( ostream& outputStream ) const

{

    ContainerIterator& printIterator = initIterator();

    printHeader( outputStream );

    while( printIterator != 0 )

        {

        Object& arrayObject = printIterator++;

        if( arrayObject != NOOBJECT )

            {

            arrayObject.printOn( outputStream );

            if( printIterator != 0 )

                printSeparator( outputStream );

            else

                break;

            }

        }

    printTrailer( outputStream );

    delete &printIterator;

}

 

ArrayIterator::ArrayIterator( const AbstractArray& toIterate ) :

    beingIterated( toIterate ),

    currentIndex( toIterate.lowerbound )

{

    restart();

}

 

ArrayIterator::~ArrayIterator()

{

}

 

ArrayIterator::operator int()

{

    return currentIndex <= beingIterated.upperbound;

}

 

Object& ArrayIterator::current()

{

    if ( currentIndex <= beingIterated.upperbound )

        return beingIterated.objectAt( currentIndex );

    else

        return NOOBJECT;

}

 

void ArrayIterator::scan()

{

    if( currentIndex > beingIterated.upperbound )

        return;

 

    while( ++currentIndex <= beingIterated.upperbound &&

           beingIterated.objectAt( currentIndex ) == NOOBJECT )

        ;   // empty body

}

 

void ArrayIterator::restart()

{

    currentIndex = beingIterated.lowerbound;

    if( beingIterated.objectAt( currentIndex ) == NOOBJECT )

        scan();

}

 

Object& ArrayIterator::operator ++ ( int )

{

    Object& res = (currentIndex <= beingIterated.upperbound) ?

        beingIterated.objectAt( currentIndex ) : NOOBJECT;

 

    scan();

 

    return res;

}

Object& ArrayIterator::operator ++ ()

{

    scan();

    return (currentIndex <= beingIterated.upperbound) ?

        beingIterated.objectAt( currentIndex ) : NOOBJECT;

}

 


Related Discussions:- Abstract array - c program

Minimum shelf, At a shop of marbles, packs of marbles are prepared. Packets...

At a shop of marbles, packs of marbles are prepared. Packets are named A, B, C, D, E …….. All packets are kept in a VERTICAL SHELF in random order. Any numbers of packets with thes

Electrical eng, calculate the total resisitance of a series circuit?

calculate the total resisitance of a series circuit?

Define advantages of multi file program, Define Advantages of Multi File Pr...

Define Advantages of Multi File Program? The main merits of spreading a program across several files are: • Teams of programmers able to work on programs. Every programmer w

C program, program for lexicographically precedes the given input permutati...

program for lexicographically precedes the given input permutation

Write a program that finds the minimum total number of she., Write a progra...

Write a program that finds the minimum total number of shelv, C/C++ Programming

When should you employ multiple inheritance?, Q: When should you employ mul...

Q: When should you employ multiple inheritance? A:There  are  three  acceptable  answers:-  "Rarely," "Never," and  "while  the  problem  domain cannot be modeled accurately any

Implement the c++ code in assembly language, Selecting Array Elements Imple...

Selecting Array Elements Implement the following C++ code in assembly language, using the block-structured .IF and .WHILE directives. Assume that all variables are 32-bit signed in

Determine the total resistance of the circuit, For the circuit shown in Fig...

For the circuit shown in Figure, verify (a) the battery voltage V , (b) the total resistance of the circuit, and (c) the values of resistance of resistors R 1 , R 2 and

Padovan string, A Padovan string P(n) for a natural number n is defined as:...

A Padovan string P(n) for a natural number n is defined as: P(0) = ‘X’ P(1) = ‘Y’ P(2) = ‘Z’ P(n) = P(n-2) + P(n-3), n>2 where + denotes string concatenation. For a string of t

Write Your Message!

Captcha
Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd