Dynamic allocator: Dynamic allocator keeps the heap as a group of several size blocks; each block is an attached portion of virtual memory which is allocated or free. An allocated block has been clearly kept for use by the application. A free block is offered to be allocated. Two types of allocators: 1. Explicit allocators 2. Implicit allocators Explicit allocators: Explicit allocators need the application to explicitly free any allocated blocks. Implicit allocators: Implicit allocators is the method of automatically releasing vacant allocated blocks. This is also known as garbage collection. Implicit free list: In this method, a block contains one word header, payload and additional padding. The header encrypts the block size which contains header and padding; and also check the block is allocated or free. If the arrangement is double-word, the block size is constantly a multiple of “8” and the low-order bits of the block size are always zero. Thus, essential to store only the high-order “29 bits” of the block size, freeing the remaining “3 bits” to encrypt other information. Here, smallest significant bits is using to represent the block is allocated or free.

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Chapter 9.9, Problem 9.6PP

Program Plan Intro

Dynamic allocator:

Dynamic allocator keeps the heap as a group of several size blocks; each block is an attached portion of virtual memory which is allocated or free.

An allocated block has been clearly kept for use by the application.

A free block is offered to be allocated.

Two types of allocators:

1. Explicit allocators

2. Implicit allocators

Explicit allocators:

Explicit allocators need the application to explicitly free any allocated blocks.

Implicit allocators:

Implicit allocators is the method of automatically releasing vacant allocated blocks. This is also known as garbage collection.

Implicit free list:

In this method, a block contains one word header, payload and additional padding. The header encrypts the block size which contains header and padding; and also check the block is allocated or free.

If the arrangement is double-word, the block size is constantly a multiple of “8” and the low-order bits of the block size are always zero.

Thus, essential to store only the high-order “29 bits” of the block size, freeing the remaining “3 bits” to encrypt other information.

Here, smallest significant bits is using to represent the block is allocated or free.

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