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/*
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*
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* https://glassfish.dev.java.net/public/CDDL+GPL_1_1.html
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package org.glassfish.hk2.utilities.cache;
/**
* A cache that uses the CAR algorithm to remove entries.
*
* As a quick review, the CAR algorithm maintains four lists:
* - t1 - A clock of recently used keys with values
* - t2 - A clock of frequently used keys with values
* - b1 - A LRU of keys removed from t1 with no values
* - b2 - A LRU of keys removed from t2 with no values
*
* The sum of entries in t1 and t2 will never be higher than maxSize (c).
* The sum of entries in all four lists will never be higher than 2c.
* There is an adaptive parameter p which is the target size of the
* t1 list which gets modified when a key is found on either the b1 or
* b2 list. This adaptive parameter essentially allows the algorithm
* to adapt to the pattern of keys, whether there be more frequently used
* keys or there be a pattern of keys used quickly but not again.
*
*
* @author jwells
*
*/
public interface WeakCARCache {
/**
* The method used to get or add values to this cache
*
* @param key The key to add to the cache. If the value
* is not found, then the computable will be called to
* get the value. May not be null
*
* @return The calculated return value. May not be null
*/
public V compute(K key);
/**
* Returns the current number of keys in the cache. Note
* that the number of keys can be up to 2x the maximum size
* of the cache
*
* @return The current number of key entries in the cache
*/
public int getKeySize();
/**
* Returns the current number of values in the cache. Note
* that the number of values can be up the maximum size
* of the cache
*
* @return The current number of value entries in the cache
*/
public int getValueSize();
/**
* Returns the number of items in the T1 clock
*
* @return The current number of items in the T1 clock
*/
public int getT1Size();
/**
* Returns the number of items in the T2 clock
*
* @return The current number of items in the T2 clock
*/
public int getT2Size();
/**
* Returns the number of items in the B1 LRU
*
* @return The current number of items in the B1 LRU
*/
public int getB1Size();
/**
* Returns the number of items in the B2 LRU
*
* @return The current number of items in the B2 LRU
*/
public int getB2Size();
/**
* Clears the current cache, making the current size zero
*/
public void clear();
/**
* Gets the current maximum size of the cache (the maximum
* number of values that will be kept by the cache). Note
* that the number of keys kept will be 2x, where x is the
* maximum size of the cache (see CAR algorithm which keeps
* a key history)
*
* @return The maximum size of the cache
*/
public int getMaxSize();
/**
* The computable associated with this cache
*
* @return The computable associated with this cache
*/
public Computable getComputable();
/**
* Used to remove a single key and value from the cache (if
* the value is available)
* @param key The key to remove. May not be null
* @return true if a key was found and removed
*/
public boolean remove(K key);
/**
* Releases all key/value pairs that match the filter
*
* @param filter A non-null filter that can be used
* to delete every key/value pair that matches the filter
*/
public void releaseMatching(CacheKeyFilter filter);
/**
* Causes stale references to be cleared from the data
* structures. Since this is a weak cache the references
* can go away at any time, which happens whenever
* any operation has been performed. However, it may be
* the case that no operation will be performed for a while
* and so this method is provided to have a no-op operation
* to call in order to clear out any stale references
*/
public void clearStaleReferences();
/**
* Returns the value of p from the CAR algorithm, which
* is the target size of the t1 clock
*
* @return The current value of P
*/
public int getP();
/**
* Returns a string that will contain all the elements of the four lists
*
* @return A String containing the values of T1, T2, B1 and B2
*/
public String dumpAllLists();
}