// Math of game theory for next move for matching game
private void calculateNextMove()
{
if (m_ListPointForSureWinsMove.Count > 0)
{
m_MyNextKindMove = ePlayingStrategy.ThreeMove;
}
else
{
if (m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch.Count == 0 ||
(m_PairsOnTable + m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch.Count) % 2 == 1)
{
m_MyNextKindMove = ePlayingStrategy.TwoMove;
}
else if (m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch.Count >= 1 &&
(m_PairsOnTable + m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch.Count) % 2 == 0)
{
m_MyNextKindMove = ePlayingStrategy.OneMove;
}
else if (m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch.Count >=
2 * (m_PairsOnTable + 1) / 3 &&
(m_PairsOnTable + m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch.Count) % 2 == 1)
{
m_MyNextKindMove = ePlayingStrategy.ZeroMove;
}
if (m_PairsOnTable == 6 && m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch.Count == 1)
{
m_MyNextKindMove = ePlayingStrategy.OneMove;
}
}
}
private void addToSureWinListKnownCard(int i_MoveSymbol, Point i_MovePoint)
{
m_ListPointForSureWinsMove.Add(m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch[i_MoveSymbol]);
m_ListPointForSureWinsMove.Add(i_MovePoint);
m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch.Remove(i_MoveSymbol);
m_MyNextKindMove = ePlayingStrategy.ThreeMove;
}
public void ResetMermory(int i_NumOfRow, int i_NumOfCol)
{
m_DictionaryMemoryOfUnrevealedKnownCardWithoutMatch = new Dictionary <int, Point>(i_NumOfRow * i_NumOfCol);
m_ListPointForSureWinsMove = new List <Point>(i_NumOfRow * i_NumOfCol);
m_ListPointExposedCard = new List <Point>(i_NumOfRow * i_NumOfCol);
m_PairsOnTable = i_NumOfRow * i_NumOfCol;
m_MyNextKindMove = ePlayingStrategy.TwoMove;
m_NumOfRows = i_NumOfRow;
m_NumOfCols = i_NumOfCol;
}
