?? foxfunc.cpp
字號:
// FoxFunc.cpp : Defines the entry point for the DLL application.
//
#include "stdafx.h"
#include "FoxFunc.h"
BOOL APIENTRY DllMain( HANDLE hModule,
DWORD ul_reason_for_call,
LPVOID lpReserved
)
{
switch (ul_reason_for_call)
{
case DLL_PROCESS_ATTACH:
case DLL_THREAD_ATTACH:
case DLL_THREAD_DETACH:
case DLL_PROCESS_DETACH:
break;
}
return TRUE;
}
//計算收盤價的均價,一個常數參數,表示計算周期
//調用方法:
// "FOXFUNC@MYMACLOSE"(5)
__declspec(dllexport) int WINAPI MYMACLOSE(CALCINFO* pData)
{
if ( pData->m_pfParam1 && //參數1有效
pData->m_nParam1Start<0 && //參數1為常數
pData->m_pfParam2==NULL ) //僅有一個參數
{
float fParam = *pData->m_pfParam1;
int nPeriod = (int)fParam; //參數1
if(nPeriod>0)
{
float fTotal;
int i, j;
for ( i = nPeriod-1; i < pData->m_nNumData; i++ )//計算nPeriod周期的均線,數據從nPeriod-1開始有效
{
fTotal = 0.0f;
for ( j = 0; j < nPeriod; j++ ) //累加
fTotal += pData->m_pData[i-j].m_fClose;
pData->m_pResultBuf[i] = fTotal/nPeriod; //平均
}
return nPeriod-1;
}
}
return -1;
}
//計算均價,2個參數,參數1為待求均線的數據,參數2表示計算周期
//調用方法:
// "FOXFUNC@MYMAVAR"(CLOSE-OPEN,5)
__declspec(dllexport) int WINAPI MYMAVAR(CALCINFO* pData)
{
if(pData->m_pfParam1 && pData->m_pfParam2 && //參數1,2有效
pData->m_nParam1Start>=0 && //參數1為序列數
pData->m_pfParam3==NULL) //有2個參數
{
const float* pValue = pData->m_pfParam1; //參數1
int nFirst = pData->m_nParam1Start; //有效值起始位
float fParam = *pData->m_pfParam2; //參數2
int nPeriod = (int)fParam;
if( nFirst >= 0 && nPeriod > 0 )
{
float fTotal;
int i, j;
for ( i = nFirst+nPeriod-1; i < pData->m_nNumData; i++ )
{
fTotal = 0.0f;
for ( j=0; j < nPeriod; j++ ) //累加
fTotal += pValue[i-j];
pData->m_pResultBuf[i] = fTotal/nPeriod;//平均
}
return nFirst+nPeriod-1;
}
}
return -1;
}
//計算多個序列的均值,5個參數,參數1-4為待求多個序列,參數5用于舉例說明數值參數的用法,實際在此例中無需該參數
/*
調用方法:
MA1:=MA(CLOSE,3);
MA2:=MA(CLOSE,6);
MA3:=MA(CLOSE,12);
MA4:=MA(CLOSE,24);
MYBBI: "FOXFUNC@MYBBI"(MA1, MA2, MA3, MA4, 4);
*/
__declspec(dllexport) int WINAPI MYBBI(CALCINFO* pData)
{
if ( pData->m_pCalcParam[0].m_nParamStart >= 0 &&
pData->m_pCalcParam[1].m_nParamStart >= 0 &&
pData->m_pCalcParam[2].m_nParamStart >= 0 &&
pData->m_pCalcParam[3].m_nParamStart >= 0 ) //4個序列都含有效數值
{
//計算返回的序列的第一個有效值位置
int nFirst = pData->m_pCalcParam[3].m_nParamStart; //已知返回的序列的第一個有效值位置與第4個序列一致
//若不知,則
/*
int nFirst = pData->m_pCalcParam[0].m_nParamStart;
if ( nFirst < pData->m_pCalcParam[1].m_nParamStart )
nFirst = pData->m_pCalcParam[1].m_nParamStart;
if ( nFirst < pData->m_pCalcParam[2].m_nParamStart )
nFirst = pData->m_pCalcParam[2].m_nParamStart;
if ( nFirst < pData->m_pCalcParam[3].m_nParamStart )
nFirst = pData->m_pCalcParam[3].m_nParamStart;
*/
const float* pValue1 = pData->m_pCalcParam[0].m_pfParam;
const float* pValue2 = pData->m_pCalcParam[1].m_pfParam;
const float* pValue3 = pData->m_pCalcParam[2].m_pfParam;
const float* pValue4 = pData->m_pCalcParam[3].m_pfParam;
int nNum = (int)(pData->m_pCalcParam[4].m_fParam); //實際上該例中已知nNum=4,在此用于說明數值參數的用法
for( int i = nFirst; i < pData->m_nNumData; i++ )
{
pData->m_pResultBuf[i] =
(pValue1[i] + pValue2[i] + pValue3[i] + pValue4[i])/nNum;
}
return nFirst;
}
return -1;
}
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