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이평

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야크
2018-02-10 17:11:38
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글번호 116511
답변완료
맨끝에 있는 이평을 상승시 빨강 하락시 파랑으로 표현 부탁드립니다. Input:n(60); Var:j(0),고가기울기(0),고가절편(0),고가예상치(0),고가표준오차(0), 저가기울기(0),저가절편(0),저가예상치(0),저가표준오차(0),trend(0), sumOH(0),sumOL(0),sumO(0),sumH(0),sumL(0),sumO²(0),sumH²(0),sumL²(0); if bDate[1] < bDate then { sumOH = 0; sumOL = 0; sumO = 0; sumH = 0; sumL = 0; sumO² = 0; sumH² = 0; sumL² = 0; for j = 1 to n { sumOH = sumOH + DayOpen(j)*DayHigh(j); sumOL = sumOL + DayOpen(j)*DayLow(j); sumO = sumO + DayOpen(j); sumH = sumH + DayHigh(j); sumL = sumL + DayLow(j); sumO² = sumO² + DayOpen(j)^2; sumH² = sumH² + DayHigh(j)^2; sumL² = sumL² + DayLow(j)^2; } #==========================================================================# # 선형회귀방정식 # #==========================================================================# # nΣxy - (Σx)(Σy) # # 기울기 a = --------------------- # # nΣx²- (Σx)² # # # # = (n*sum(xy) - sum(x)*sum(y)) / (n*sum(x^2) - sum(x)^2) # # # # (Σy)(Σx²)-(Σx)(Σxy) # # 절편 b = --------------------------- # # nΣx²- (Σx)² # # # # = (sum(y)*sum(x^2) - sum(x)*sum(xy)) / (n*sum(x^2) - sum(x)^2) # #==========================================================================# 고가기울기 = (n*sumOH - sumO*sumH) / (n*sumO²- sumO^2); 고가절편 = (sumH*sumO² - sumO*sumOH) / (n*sumO² - sumO^2); 저가기울기 = (n*sumOL - sumO*sumL) / (n*sumO² - sumO^2); 저가절편 = (sumL*sumO² - sumO*sumOL) / (n*sumO² - sumO^2); 고가예상치 = 고가기울기 * DayOpen() + 고가절편; 저가예상치 = 저가기울기 * DayOpen() + 저가절편; #==========================================================================# # 표준오차 공식 # #==========================================================================# # _______________________________________________________ # # / 1 [nΣxy - (Σx)(Σy)]² # # Sxy = / [ ------- ][nΣy²- (Σy)²- ----------------------- ] # # √ n(n-2) nΣx²- (Σx)² # # # # = sqrt((1/(n*(n-2))) * (n*sum(y^2) - sum(y)^2 - # # ((n*sum(x*y) - sum(x)*sum(y))^2 / (n*sum(x^2) - sum(x)^2)))) # #==========================================================================# 고가표준오차 = sqrt((1/(n*(n-2))) * (n*sumH² - sumH^2 - ((n*sumOH - sumO*sumH)^2 / (n*sumO² - sumO^2)))); 저가표준오차 = sqrt((1/(n*(n-2))) * (n*sumL² - sumL^2 - ((n*sumOL - sumO*sumL)^2 / (n*sumO² - sumO^2)))); } var1 = ema(h,20); var2= ema(l,20); var7=var1+(var1-ema(var1,20)); var8=var2+(var2-ema(var2,20)); if var7[2] > var7[1] and var7[1] < var7 then trend=1; if var7[2] < var7[1] and var7[1] > var7 then trend=0; plot2(round(고가예상치 + 0.5 * 고가표준오차,1),"2차 저항선"); plot3(round(고가예상치 - 0.5 * 고가표준오차,1),"1차 저항선"); plot6(round(저가예상치 + 0.5 * 저가표준오차,1),"1차 지지선"); plot7(round(저가예상치 - 0.5 * 저가표준오차,1),"2차 지지선"); plot8(dayopen,"시가"); Plot13(var7,"이평",iff(trend == 1,RED, rgb(0,84,225))); Plot14(var8,"이평",iff(trend == 1,RED, rgb(0,84,225)));
지표
답변 1
프로필 이미지

예스스탁 예스스탁 답변

2018-02-13 10:10:45

안녕하세요 예스스탁입니다. Input:n(60); Var:j(0),고가기울기(0),고가절편(0),고가예상치(0),고가표준오차(0), 저가기울기(0),저가절편(0),저가예상치(0),저가표준오차(0),trend(0), sumOH(0),sumOL(0),sumO(0),sumH(0),sumL(0),sumO²(0),sumH²(0),sumL²(0); if bDate[1] < bDate then { sumOH = 0; sumOL = 0; sumO = 0; sumH = 0; sumL = 0; sumO² = 0; sumH² = 0; sumL² = 0; for j = 1 to n { sumOH = sumOH + DayOpen(j)*DayHigh(j); sumOL = sumOL + DayOpen(j)*DayLow(j); sumO = sumO + DayOpen(j); sumH = sumH + DayHigh(j); sumL = sumL + DayLow(j); sumO² = sumO² + DayOpen(j)^2; sumH² = sumH² + DayHigh(j)^2; sumL² = sumL² + DayLow(j)^2; } #==========================================================================# # 선형회귀방정식 # #==========================================================================# # nΣxy - (Σx)(Σy) # # 기울기 a = --------------------- # # nΣx²- (Σx)² # # # # = (n*sum(xy) - sum(x)*sum(y)) / (n*sum(x^2) - sum(x)^2) # # # # (Σy)(Σx²)-(Σx)(Σxy) # # 절편 b = --------------------------- # # nΣx²- (Σx)² # # # # = (sum(y)*sum(x^2) - sum(x)*sum(xy)) / (n*sum(x^2) - sum(x)^2) # #==========================================================================# 고가기울기 = (n*sumOH - sumO*sumH) / (n*sumO²- sumO^2); 고가절편 = (sumH*sumO² - sumO*sumOH) / (n*sumO² - sumO^2); 저가기울기 = (n*sumOL - sumO*sumL) / (n*sumO² - sumO^2); 저가절편 = (sumL*sumO² - sumO*sumOL) / (n*sumO² - sumO^2); 고가예상치 = 고가기울기 * DayOpen() + 고가절편; 저가예상치 = 저가기울기 * DayOpen() + 저가절편; #==========================================================================# # 표준오차 공식 # #==========================================================================# # _______________________________________________________ # # / 1 [nΣxy - (Σx)(Σy)]² # # Sxy = / [ ------- ][nΣy²- (Σy)²- ----------------------- ] # # √ n(n-2) nΣx²- (Σx)² # # # # = sqrt((1/(n*(n-2))) * (n*sum(y^2) - sum(y)^2 - # # ((n*sum(x*y) - sum(x)*sum(y))^2 / (n*sum(x^2) - sum(x)^2)))) # #==========================================================================# 고가표준오차 = sqrt((1/(n*(n-2))) * (n*sumH² - sumH^2 - ((n*sumOH - sumO*sumH)^2 / (n*sumO² - sumO^2)))); 저가표준오차 = sqrt((1/(n*(n-2))) * (n*sumL² - sumL^2 - ((n*sumOL - sumO*sumL)^2 / (n*sumO² - sumO^2)))); } var1 = ema(h,20); var2= ema(l,20); var7=var1+(var1-ema(var1,20)); var8=var2+(var2-ema(var2,20)); if var7[2] > var7[1] and var7[1] < var7 then trend=1; if var7[2] < var7[1] and var7[1] > var7 then trend=0; plot2(round(고가예상치 + 0.5 * 고가표준오차,1),"2차 저항선"); plot3(round(고가예상치 - 0.5 * 고가표준오차,1),"1차 저항선"); plot6(round(저가예상치 + 0.5 * 저가표준오차,1),"1차 지지선"); plot7(round(저가예상치 - 0.5 * 저가표준오차,1),"2차 지지선"); plot8(dayopen,"시가"); Plot13(var7,"이평",iff(var7 > var7[1],RED,blue)); Plot14(var8,"이평",iff(var8 > var8[1],RED,blue)); 즐거운 하루되세요 > 야크 님이 쓴 글입니다. > 제목 : 이평 > 맨끝에 있는 이평을 상승시 빨강 하락시 파랑으로 표현 부탁드립니다. Input:n(60); Var:j(0),고가기울기(0),고가절편(0),고가예상치(0),고가표준오차(0), 저가기울기(0),저가절편(0),저가예상치(0),저가표준오차(0),trend(0), sumOH(0),sumOL(0),sumO(0),sumH(0),sumL(0),sumO²(0),sumH²(0),sumL²(0); if bDate[1] < bDate then { sumOH = 0; sumOL = 0; sumO = 0; sumH = 0; sumL = 0; sumO² = 0; sumH² = 0; sumL² = 0; for j = 1 to n { sumOH = sumOH + DayOpen(j)*DayHigh(j); sumOL = sumOL + DayOpen(j)*DayLow(j); sumO = sumO + DayOpen(j); sumH = sumH + DayHigh(j); sumL = sumL + DayLow(j); sumO² = sumO² + DayOpen(j)^2; sumH² = sumH² + DayHigh(j)^2; sumL² = sumL² + DayLow(j)^2; } #==========================================================================# # 선형회귀방정식 # #==========================================================================# # nΣxy - (Σx)(Σy) # # 기울기 a = --------------------- # # nΣx²- (Σx)² # # # # = (n*sum(xy) - sum(x)*sum(y)) / (n*sum(x^2) - sum(x)^2) # # # # (Σy)(Σx²)-(Σx)(Σxy) # # 절편 b = --------------------------- # # nΣx²- (Σx)² # # # # = (sum(y)*sum(x^2) - sum(x)*sum(xy)) / (n*sum(x^2) - sum(x)^2) # #==========================================================================# 고가기울기 = (n*sumOH - sumO*sumH) / (n*sumO²- sumO^2); 고가절편 = (sumH*sumO² - sumO*sumOH) / (n*sumO² - sumO^2); 저가기울기 = (n*sumOL - sumO*sumL) / (n*sumO² - sumO^2); 저가절편 = (sumL*sumO² - sumO*sumOL) / (n*sumO² - sumO^2); 고가예상치 = 고가기울기 * DayOpen() + 고가절편; 저가예상치 = 저가기울기 * DayOpen() + 저가절편; #==========================================================================# # 표준오차 공식 # #==========================================================================# # _______________________________________________________ # # / 1 [nΣxy - (Σx)(Σy)]² # # Sxy = / [ ------- ][nΣy²- (Σy)²- ----------------------- ] # # √ n(n-2) nΣx²- (Σx)² # # # # = sqrt((1/(n*(n-2))) * (n*sum(y^2) - sum(y)^2 - # # ((n*sum(x*y) - sum(x)*sum(y))^2 / (n*sum(x^2) - sum(x)^2)))) # #==========================================================================# 고가표준오차 = sqrt((1/(n*(n-2))) * (n*sumH² - sumH^2 - ((n*sumOH - sumO*sumH)^2 / (n*sumO² - sumO^2)))); 저가표준오차 = sqrt((1/(n*(n-2))) * (n*sumL² - sumL^2 - ((n*sumOL - sumO*sumL)^2 / (n*sumO² - sumO^2)))); } var1 = ema(h,20); var2= ema(l,20); var7=var1+(var1-ema(var1,20)); var8=var2+(var2-ema(var2,20)); if var7[2] > var7[1] and var7[1] < var7 then trend=1; if var7[2] < var7[1] and var7[1] > var7 then trend=0; plot2(round(고가예상치 + 0.5 * 고가표준오차,1),"2차 저항선"); plot3(round(고가예상치 - 0.5 * 고가표준오차,1),"1차 저항선"); plot6(round(저가예상치 + 0.5 * 저가표준오차,1),"1차 지지선"); plot7(round(저가예상치 - 0.5 * 저가표준오차,1),"2차 지지선"); plot8(dayopen,"시가"); Plot13(var7,"이평",iff(trend == 1,RED, rgb(0,84,225))); Plot14(var8,"이평",iff(trend == 1,RED, rgb(0,84,225)));