DEXOPT / Ci gaba da koyo

Jagorar alamomin nazari

Binciki alamomin nazarin da ke cikin manhajar. Kwatanta abin da kowanne yake aunawa, yadda ake gina shi da inda fassararsa za ta iya samun tangarda.

Sakamako: 72 / Dukkan batutuwa

Yadda ake karanta lissafi

Alamomi: O/H/L/C = buɗewa/mafi sama/mafi ƙasa/rufewa; V = yawan ciniki; n = lokacin waiwayen baya; Δ = sauyi; Σ = jimilla; σ = karkacewa ta daidaito. Ana sa wa ƙimar da ta gabata alamar “prev”.

Lokuta suna ƙirga sanduna, ba mintuna ba. Lokacin sauri da na jinkiri suna bayyana tagogi daban; lokacin sigina yana ƙara sassautawa. k mai ninkawa ne. An nuna farashin da ake shigarwa a kowane tsari. Sauya tsawon lokacin sanda, sassautawa ko farkon lissafin da aka ɗaura yana sauya sakamako; samar da isasshen tarihi don lissafi ya daidaita.

Yanayin tafiya: Layi mai santsi sosai yana amsawa daga baya. Ketarewa na iya maimaituwa a kasuwar da ba ta da tabbatacciyar alkibla; kwatanta gangara da tsawon lokacin da aka zaɓa.

Ƙarfin motsi: Ƙima mai tsanani na iya ci gaba yayin tafiya mai ƙarfi. Ketare iyaka kaɗai ba ya tabbatar da juyawar alkibla.

Sauyin farashi: Ƙima mafi girma tana bayyana yaɗuwa ko zango, ba alkiblar motsi na gaba ba. Kwatanta lokuta iri ɗaya.

Yawan ciniki: Sakamako ya dogara da jerin yawan cinikin da aka bayar. Rashin yawan ciniki, ƙididdigar sauyin farashi ko yawan cinikin wani wurin kasuwa kaɗai yana sauya ma’anarsa.

Matakai da tsari: Mataki abin kwatance ne, ba tabbacin cikar umarni ko shingen farashi ba. Duba tabbatarwa, lokacin waiwayen baya da ko sandar yanzu ta kammala.

Yanayin tafiya

ADX

Yana auna ƙarfin motsin alkibla ba tare da ayyana alkiblar tashi ko sauka ba.

Hanyar zuwa wannan bayani

Yanayin tafiya

Iyakokin fassara

ADX mai tashi na iya kasancewa tare da yanayin hawa ko na sauka.

ADX · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

DX = 100 × |+DI − −DI| / (+DI + −DI); ADX = smoothed DX

Yanayin tafiya

Alligator

Yana amfani da layukan santsantawa uku da aka matsar domin nuna matsewa da rarrabuwar yanayin farashi.

Hanyar zuwa wannan bayani

Yanayin tafiya

Alligator · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Three smoothed moving averages with different periods and displacements

Yanayin tafiya

Aroon

Yana amfani da yadda ƙoli da ƙasa suka faru kwanan nan domin bayyana ko ana samar da sabbin iyakoki.

Hanyar zuwa wannan bayani

Yanayin tafiya

Aroon · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Aroon Up/Down = 100 × (n − bars since high/low) / n

Sauyin farashi

ATR

Santsantaccen ma’aunin ainihin kewayon sanda wanda ya haɗa giɓi dangane da farashin rufewar da ya gabata.

Hanyar zuwa wannan bayani

Sauyin farashi

ATR · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

TR = max(H−L, |H−C(prev)|, |L−C(prev)|); ATR = smoothed TR

Ƙarfin motsi

CCI

Yana kwatanta farashin wakilci da matsakaicinsa bayan daidaita shi da matsakaicin cikakkiyar karkacewa.

Hanyar zuwa wannan bayani

Ƙarfin motsi

CCI · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

CCI = (TP − SMA(TP,n)) / (0.015 × mean deviation); TP = (H+L+C)/3

Ƙarfin motsi

CMO

Manunin lilon Chande yana daidaita sauye-sauyen ƙari da ragi a ma’aunin −100 zuwa 100.

Hanyar zuwa wannan bayani

Ƙarfin motsi

CMO · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

CMO = 100 × (Σ gains − Σ losses) / (Σ gains + Σ losses)

Ƙarfin motsi

Daidaiton Ƙarfi

Yana danganta jikin kyandir da cikakken kewayonsa domin bayyana matsin saye idan aka kwatanta da na sayarwa a cikin sanda.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Daidaiton Ƙarfi · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

BOP = (C − O) / (H − L)

Yanayin tafiya

DEMA

Yana haɗa matsakaicin exponential na farko da na biyu domin rage wani ɓangare na jinkirinsu.

Hanyar zuwa wannan bayani

Yanayin tafiya

DEMA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

DEMA = 2 × EMA(C) − EMA(EMA(C))

Yanayin tafiya

DMI

Yana ware motsin alkibla na ƙari da ragi, tare da ADX mai bayyana ƙarfin alkiblarsu.

Hanyar zuwa wannan bayani

Yanayin tafiya

DMI · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

+DI = 100 × smoothed(+DM) / ATR; −DI = 100 × smoothed(−DM) / ATR

Ƙarfin motsi

DPO

Yana cire tasirin yanayi daga farashi dangane da matsakaici mai motsi da aka matsar domin sauƙaƙa binciken gajerun zagayowa.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Iyakokin fassara

Ƙa’idodin matsarwa sun bambanta tsakanin tsare-tsare. Wannan bayani yana bin lissafin Dexopt na yanzu.

DPO · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

DPO = C − SMA(C,n)[floor(n/2)+1 bars ago]

Yanayin tafiya

EMA

Matsakaici mai lissafi maimaitacce wanda yake ba farashin kwanan nan nauyi fiye da na baya.

Hanyar zuwa wannan bayani

Yanayin tafiya

EMA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

EMA = α × C + (1 − α) × EMA(prev); α = 2 / (n + 1)

Sauyin farashi

Faɗin Zangunan Bollinger

Yana bayyana faɗin zangon Bollinger dangane da matsakaicin tsakiya, mai amfani wajen kwatanta matsewa da faɗaɗawa.

Hanyar zuwa wannan bayani

Sauyin farashi

Faɗin Zangunan Bollinger · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Width = 100 × (upper band − lower band) / basis

Matakai da tsari

Fraktal

Yana yi wa ƙoli da ƙasa na wani wuri alama ne kawai bayan sandunan kewaye da ake buƙata sun samu.

Hanyar zuwa wannan bayani

Matakai da tsari

Iyakokin fassara

Tabbatarwa tana zuwa bayan sandar tsakiya; yin amfani da alamar kafin wannan zai shigar da kuskuren amfani da bayanan gaba.

Fraktal · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Local high/low confirmed by bars on both sides

Matakai da tsari

Gajimaren Ichimoku

Yana haɗa tsakiyar kewayo da zangunan da aka matsar domin nuna mahallin yanayi, matakan dangi da ƙarfin motsi.

Hanyar zuwa wannan bayani

Matakai da tsari

Iyakokin fassara

Layin da aka zana a gaba a ma’aunin lokaci lissafin bayanan da aka sani ne da aka matsar, ba ganin farashin gaba ba.

Gajimaren Ichimoku · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Midpoints of short/medium/long ranges; displaced spans form the cloud

Yanayin tafiya

HMA

Matsakaicin Hull yana haɗa matsakaita masu nauyi domin rage jinkiri tare da santsanta farashi.

Hanyar zuwa wannan bayani

Yanayin tafiya

Iyakokin fassara

Zagaye rabin lokaci da tushen murabba’in lokaci yana shafar gajerun saituna; rage jinkiri kuma na iya haifar da wuce ƙima.

HMA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

HMA(n) = WMA(2 × WMA(C, n/2) − WMA(C, n), √n)

Yanayin tafiya

KAMA

Matsakaicin Kaufman mai daidaita kansa yana sauya santsantawarsa ta amfani da ingancin alkibla dangane da jimillar motsi.

Hanyar zuwa wannan bayani

Yanayin tafiya

KAMA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

KAMA = KAMA(prev) + SC × (C − KAMA(prev))

Sauyin farashi

Karkacewar Ma’auni

Yana auna watsewar farashi kewaye da matsakaici a cikin taga mai motsi.

Hanyar zuwa wannan bayani

Sauyin farashi

Karkacewar Ma’auni · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

σ = √(Σ(C − mean)² / n)

Matakai da tsari

Kewayon MA

Yana matsar da matsakaici mai motsi da tsayayyen kaso maimakon ma’aunin sauyin farashi.

Hanyar zuwa wannan bayani

Matakai da tsari

Kewayon MA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Envelope = SMA(C,n) × (1 ± percentage/100)

Yanayin tafiya

Komawar Lissafi ta Layi

Yana daidaita layi madaidaici da taga mai motsi ta farashi kuma yana nuna ƙimar da aka daidaita.

Hanyar zuwa wannan bayani

Yanayin tafiya

Komawar Lissafi ta Layi · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

C ≈ a + b × bar index; least-squares fit over n bars

Matakai da tsari

KrollStop

Yana gina layukan kwatancin dakatarwa masu bin farashi ta haɗa ƙoli da ƙasan kwanan nan da sauyin ainihin kewayo.

Hanyar zuwa wannan bayani

Matakai da tsari

KrollStop · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Rolling price extremes adjusted by an ATR multiple

Ƙarfin motsi

KST

Know Sure Thing yana haɗa santsantattun adadin sauyi da dama domin bayyana ƙarfin motsi na dogon lokaci.

Hanyar zuwa wannan bayani

Ƙarfin motsi

KST · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

KST = Σ(weight × smoothed ROC(period))

Yawan ciniki

Kwararar Kuɗin Chaikin

Yana ƙiyasta tarawa ko rarrabawa daga inda kowane farashin rufewa yake cikin kewayon sandarsa, tare da nauyin ƙarar ciniki.

Hanyar zuwa wannan bayani

Yawan ciniki

Kwararar Kuɗin Chaikin · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

CMF = Σ(((2C−H−L)/(H−L)) × V, n) / Σ(V,n)

Ƙarfin motsi

Ƙarfin Masu Sa Ran Sauka

Yana auna nisan mafi ƙasƙantar sanduna a ƙasa ko sama da matsakaicin farashin exponential.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Ƙarfin Masu Sa Ran Sauka · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Bears Power = L − EMA(C,n)

Ƙarfin motsi

Ƙarfin Masu Sa Ran Tashi

Yana auna nisan mafi girman sanduna a sama ko ƙasa da matsakaicin farashin exponential.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Ƙarfin Masu Sa Ran Tashi · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Bulls Power = H − EMA(C,n)

Ƙarfin motsi

Ƙarfin Motsi

Cikakken sauyin farashi cikin lokacin waiwayar da aka zaɓa, wanda aka bayyana a raka’o’in farashi.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Taƙaitaccen tsarin lissafi

Momentum = C − C[n bars ago]

Ƙarfin motsi

Lanƙwasar Coppock

Santsantawa mai nauyi ta adadin sauyi biyu, wadda tun asali aka tsara domin nazarin dogon lokaci.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Lanƙwasar Coppock · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Coppock = WMA(ROC(long) + ROC(short))

Matakai da tsari

MAC

Tashar matsakaici mai motsi tana santsanta mafi girma da mafi ƙasƙantar sanduna zuwa iyakar sama da ta ƙasa.

Hanyar zuwa wannan bayani

Matakai da tsari

MAC · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

MA channel: moving averages of H and L

Ƙarfin motsi

MACD

Yana nuna bambancin matsakaitan exponential masu sauri da jinkiri, tare da santsantacciyar sigina da bambancinsu.

Hanyar zuwa wannan bayani

Ƙarfin motsi

MACD · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

MACD = EMA(fast) − EMA(slow); histogram = MACD − signal

Ƙarfin motsi

Manunin Kuzarin Dangi

Yana kwatanta alkiblar jikin kyandirori da kewayon su, ta amfani da santsantawa mai nauyi da sigina.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Manunin Kuzarin Dangi · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

RVI = smoothed(C − O) / smoothed(H − L)

Yawan ciniki

Manunin Ƙarfi

Yana haɗa alkibla da girman sauyin farashin rufewa da ƙarar ciniki.

Hanyar zuwa wannan bayani

Yawan ciniki

Manunin Ƙarfi · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Force = smoothed((C − C(prev)) × V)

Ƙarfin motsi

Manunin Lilo na Awesome

Yana kwatanta matsakaita na gajeren lokaci da na dogon lokaci na tsakiyar sanduna domin bayyana ƙarfin motsi kewaye da sifili.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Manunin Lilo na Awesome · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

AO = SMA((H+L)/2, 5) − SMA((H+L)/2, 34)

Yawan ciniki

Manunin Lilo na Chaikin

Yana auna ƙarfin motsi a layin tarawa/rarrabawa ta kwatanta matsakaitan exponential biyu.

Hanyar zuwa wannan bayani

Yawan ciniki

Manunin Lilo na Chaikin · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Chaikin = EMA(A/D, fast) − EMA(A/D, slow)

Ƙarfin motsi

Manunin Lilo na Gator

Yana nuna rabuwa tsakanin layukan Alligator a matsayin histogram masu kishiyantar juna.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Manunin Lilo na Gator · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Upper = |jaw − teeth|; lower = −|teeth − lips|

Ƙarfin motsi

Manunin Lilo na Ultimate

Yana haɗa matsin saye dangane da ainihin kewayo a tsawon lokuta uku.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Iyakokin fassara

BP shi ne farashin rufewa a rage min(mafi ƙasƙanta, rufewar baya); ƙananan alamomin ƙasa suna nuna jimillar taga mai motsi.

Manunin Lilo na Ultimate · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

UO = 100 × (4 × BP₇/TR₇ + 2 × BP₁₄/TR₁₄ + BP₂₈/TR₂₈) / 7

Yawan ciniki

Manunin Lilon Ƙarar Ciniki

Yana kwatanta matsakaitan ƙarar ciniki na gajeren lokaci da dogon lokaci domin bayyana sauye-sauyen ayyukan kasuwa.

Hanyar zuwa wannan bayani

Yawan ciniki

Manunin Lilon Ƙarar Ciniki · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

VO = 100 × (MA(V,fast) − MA(V,slow)) / MA(V,slow)

Sauyin farashi

Manunin Mass

Yana bibiyar faɗaɗawa da matsewar kewayon mafi girma zuwa mafi ƙasƙanta ta amfani da rabon santsantawa biyu.

Hanyar zuwa wannan bayani

Sauyin farashi

Manunin Mass · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Mass = Σ(EMA(H−L) / EMA(EMA(H−L)), n)

Yawan ciniki

Manunin Raguwar Ƙarar Ciniki

Yana sabunta tattaraɗɗen manunin sauyin farashi ne kawai a sandunan da ƙarar cinikinsu ta yi ƙasa da sandar da ta gabata.

Hanyar zuwa wannan bayani

Yawan ciniki

Manunin Raguwar Ƙarar Ciniki · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

NVI = NVI(prev) × (C/C(prev)) when V < V(prev)

Sauyin farashi

Manunin Ulcer

Yana auna zurfin raguwar farashi daga ƙoli a cikin taga, tare da ba raguwa mafi zurfi nauyi mafi girma.

Hanyar zuwa wannan bayani

Sauyin farashi

Iyakokin fassara

Wannan ƙididdigar jerin farashi ce, ba raguwar darajar asusunka da aka tabbatar ba.

Manunin Ulcer · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

UI = √mean((100 × (C / rolling peak − 1))²)

Sauyin farashi

Manunin Yawan Jujjuyawa

Yana kwatanta jimillar tsawon hanyar motsi da kewayon mafi girma zuwa mafi ƙasƙanta domin bayyana yawan jujjuyawar taga.

Hanyar zuwa wannan bayani

Sauyin farashi

Manunin Yawan Jujjuyawa · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

CHOP = 100 × log(ΣTR / (max(H,n) − min(L,n))) / log(n)

Yanayin tafiya

McGinley mai sauyawa

Layin santsantawa mai daidaita kansa wanda saurin daidaitawarsa ya dogara da farashi dangane da ƙimarsa ta baya.

Hanyar zuwa wannan bayani

Yanayin tafiya

McGinley mai sauyawa · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

MD = MD(prev) + (C − MD(prev)) / (k × n × (C / MD(prev))⁴)

Yawan ciniki

MFI

Iyakantaccen manunin lilon kwararar kuɗi wanda yake haɗa alkiblar farashin wakilci da ƙarar ciniki.

Hanyar zuwa wannan bayani

Yawan ciniki

MFI · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

MFI = 100 − 100 / (1 + positive money flow / negative money flow)

Yawan ciniki

OBV

Yana tara ƙarar ciniki a matsayin ƙari ko ragi bisa sauyin farashin rufewa.

Hanyar zuwa wannan bayani

Yawan ciniki

OBV · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

OBV = OBV(prev) + sign(ΔC) × V

Matakai da tsari

PC

Yana yi wa mafi girma da mafi ƙasƙantar farashin rufewa a taga mai motsi alama.

Hanyar zuwa wannan bayani

Matakai da tsari

Iyakokin fassara

PC na Dexopt yana amfani da farashin rufewa kuma yana da iyakoki biyu. Tashoshin Donchian suna amfani da mafi girma da mafi ƙasƙantar farashin kyandirori; nazarin biyu na iya samar da kewayo daban.

PC · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Upper = max(C,n); lower = min(C,n)

Ƙarfin motsi

PPO

Yana bayyana giɓin matsakaitan exponential biyu a matsayin kaso na matsakaici mai jinkiri.

Hanyar zuwa wannan bayani

Ƙarfin motsi

PPO · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

PPO = 100 × (EMA(fast) − EMA(slow)) / EMA(slow)

Ƙarfin motsi

ROC

Sauyin farashi na kaso dangane da wata sandar baya.

Hanyar zuwa wannan bayani

Ƙarfin motsi

ROC · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

ROC = 100 × (C / C[n bars ago] − 1)

Ƙarfin motsi

RSI

Manunin ƙarfin dangi yana kwatanta santsantattun sauye-sauyen farashi na ƙari da ragi a iyakantaccen ma’aunin 0–100.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Iyakokin fassara

Karatu sama da 70 ko ƙasa da 30 ƙa’idar bayyana ƙarfin motsi ce, ba umarnin shiga ciniki ba.

RSI · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

RSI = 100 − 100 / (1 + average gain / average loss)

Ƙarfin motsi

RSI na stokastik

Yana amfani da daidaitawar kewayo ga RSI maimakon farashi kai tsaye, yana samar da manunin lilo mai saurin amsawa.

Hanyar zuwa wannan bayani

Ƙarfin motsi

RSI na stokastik · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

StochRSI = 100 × (RSI − min(RSI,n)) / (max(RSI,n) − min(RSI,n))

Matakai da tsari

SAR mai lanƙwasa

Ma’aunin kwatanci mai bin farashi wanda yake ƙara sauri zuwa ƙoli ko ƙasa har sharaɗin juyawarsa ya sauya hali.

Hanyar zuwa wannan bayani

Matakai da tsari

SAR mai lanƙwasa · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

SAR = SAR(prev) + acceleration × (extreme − SAR(prev))

Yawan ciniki

Sauƙin Motsi

Yana danganta motsin tsakiya da kewayo da ƙarar ciniki domin bayyana yadda farashi yake motsawa cikin sauƙi.

Hanyar zuwa wannan bayani

Yawan ciniki

Sauƙin Motsi · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

EOM ∝ Δ((H+L)/2) × (H−L) / V

Ƙarfin motsi

Sauyawar Fisher

Yana sauya iyakantaccen kuma santsantaccen matsayin farashi domin jaddada ƙoli da ƙasa.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Iyakokin fassara

Yanke iyaka da santsantawa suna shafar ƙoli. Sakamakon da aka sauya ba hujja ba ne cewa riba tana bin rarrabawar al’ada.

Sauyawar Fisher · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Fisher(x) = 0.5 × ln((1+x)/(1−x))

Sauyin farashi

Sauyin Farashi na Tarihi

Yana auna watsewar ribar logarithm ta amfani da ƙa’idar mayarwa zuwa shekara ta manhajar ciniki.

Hanyar zuwa wannan bayani

Sauyin farashi

Iyakokin fassara

Dexopt yana amfani da √252. A jadawalin cikin rana ko ta 24/7, kada ka fassara wannan a matsayin hasashen shekara da aka daidaita da zangon lokaci ta atomatik.

Sauyin Farashi na Tarihi · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

HV = σ(ln(C/C(prev)), n) × √252 × 100

Yanayin tafiya

SMA

Matsakaici mai nauyi iri ɗaya na farashi n na ƙarshe; yana da amfani wajen kwatanta farashi da tushensa na kwanan nan.

Hanyar zuwa wannan bayani

Yanayin tafiya

SMA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

SMA(n) = Σ C / n

Ƙarfin motsi

SMI

Manunin ƙarfin motsi na stochastic yana auna farashin rufewa dangane da tsakiyar kewayonsa.

Hanyar zuwa wannan bayani

Ƙarfin motsi

SMI · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

SMI = 100 × smoothed(C − range midpoint) / smoothed(range/2)

Ƙarfin motsi

Stokastik

Yana gano matsayin farashin rufewa a cikin kewayon mafi girma zuwa mafi ƙasƙantar farashin kwanan nan; santsantawa tana ƙirƙirar siginar rakiyarsa.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Stokastik · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

%K = 100 × (C − min(L,n)) / (max(H,n) − min(L,n))

Matakai da tsari

Supertrend

Layi mai bin farashi wanda yake sauyawa tsakanin zangunan sama da ƙasa masu dogara da sauyin farashi yayin da halinsa yake sauyawa.

Hanyar zuwa wannan bayani

Matakai da tsari

Supertrend · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Basic bands = (H+L)/2 ± k × ATR; active band follows trend state

Yawan ciniki

Tarawa/Rarrabawa

Yana haɗa matsayin farashin rufewa a cikin sanda da ƙarar ciniki a tarance.

Hanyar zuwa wannan bayani

Yawan ciniki

Tarawa/Rarrabawa · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

A/D = A/D(prev) + ((2C−H−L)/(H−L)) × V

Sauyin farashi

Tashar Keltner

Tashar matsakaicin exponential wadda faɗinta yake bin ainihin kewayo maimakon karkacewar ma’auni.

Hanyar zuwa wannan bayani

Sauyin farashi

Tashar Keltner · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Channel = EMA(C,n) ± k × ATR

Matakai da tsari

Tashoshin Donchian

Yana yi wa ƙoli da ƙasan taga mai motsi da tsakiya alama, yana nuna kewayon farashin kwanan nan.

Hanyar zuwa wannan bayani

Matakai da tsari

Tashoshin Donchian · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Upper = max(H,n); lower = min(L,n); middle = (upper+lower)/2

Yanayin tafiya

TEMA

Yana haɗa matsakaitan exponential uku masu jere domin rage jinkirin santsantawa.

Hanyar zuwa wannan bayani

Yanayin tafiya

TEMA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

TEMA = 3 × EMA₁ − 3 × EMA₂ + EMA₃

Ƙarfin motsi

TRIX

Sauyin kaso na jerin farashin exponential da aka santsanta sau uku.

Hanyar zuwa wannan bayani

Ƙarfin motsi

TRIX · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

TRIX = 100 × Δ(EMA(EMA(EMA(C)))) / EMA₃(prev)

Ƙarfin motsi

TSI

Yana daidaita sauye-sauyen farashi da aka santsanta sau biyu da cikakkun sauye-sauyen da aka santsanta sau biyu.

Hanyar zuwa wannan bayani

Ƙarfin motsi

TSI · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

TSI = 100 × double EMA(ΔC) / double EMA(|ΔC|)

Yanayin tafiya

Vortex

Yana kwatanta motsin hawa da sauka tsakanin sanduna bayan daidaitawa da ainihin kewayo.

Hanyar zuwa wannan bayani

Yanayin tafiya

Vortex · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

VI+ = Σ|H − L(prev)| / ΣTR; VI− = Σ|L − H(prev)| / ΣTR

Yawan ciniki

VWAP

Tattaraɗɗen farashin wakilci mai nauyin ƙarar ciniki, wanda ake sake farawa a wurin ɗaurewa da aka zaɓa.

Hanyar zuwa wannan bayani

Yawan ciniki

Iyakokin fassara

Wuraren ɗaurewar Dexopt suna amfani da rana, mako ko watan UTC. Wurin ɗaurewa da bai kammala ba ko rashin ƙarar ciniki na iya sa karatun ya kasa samuwa.

VWAP · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

VWAP = Σ(((H + L + C) / 3) × V) / Σ V

Yawan ciniki

VWMA

Matsakaicin farashi na taga mai motsi wanda yake ba sandunan da suka fi ƙarar ciniki tasiri mafi girma.

Hanyar zuwa wannan bayani

Yawan ciniki

Iyakokin fassara

Idan jimillar ƙarar cinikin da za a iya amfani da ita ta zama sifili, tsarin manhajar ciniki na yanzu yana komawa SMA; a wannan yanayin karatun ba mai nauyin ƙarar ciniki ba ne.

VWMA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

VWMA(n) = Σ(C × V, n) / Σ(V, n)

Ƙarfin motsi

Williams %R

Yana auna nisan farashin rufewa a ƙasa da mafi girman farashin kwanan nan a ma’auni daga −100 zuwa 0.

Hanyar zuwa wannan bayani

Ƙarfin motsi

Williams %R · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

%R = −100 × (max(H,n) − C) / (max(H,n) − min(L,n))

Yanayin tafiya

WMA

Matsakaici mai motsi da nauyinsa yake ƙaruwa a layi madaidaici zuwa sabon bayanin da aka auna.

Hanyar zuwa wannan bayani

Yanayin tafiya

WMA · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

WMA = Σ (weight × C) / Σ weight

Matakai da tsari

Wuraren Juyawa

Yana ƙirƙirar matakan kwatancin tallafi da juriya daga lokacin baya da ya kammala.

Hanyar zuwa wannan bayani

Matakai da tsari

Wuraren Juyawa · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

P = (H(prev period)+L(prev period)+C(prev period))/3; derived R/S levels

Yawan ciniki

Yanayin Ƙarar Ciniki da Farashi

Yana tara ƙarar ciniki da aka ninka da sauyin gwargwado na farashin rufewa.

Hanyar zuwa wannan bayani

Yawan ciniki

Yanayin Ƙarar Ciniki da Farashi · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

VPT = VPT(prev) + V × (C / C(prev) − 1)

Sauyin farashi

Zangunan ATR

Yana gina kewayon sauyin farashi daga matsakaicin ainihin kewayo kewaye da layin tushe na farashi.

Hanyar zuwa wannan bayani

Yadda zangunan ATR suke faɗaɗawa

FarashiMatsakaici mai motsiMatsakaici ± k × ATR

Misalin zane ne. ATR mafi girma yana faɗaɗa zanguna kewaye da matsakaici mai motsi; ba ya hasashen alkiblar gaba.

Zangunan ATR · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Bands = moving average ± k × ATR

Sauyin farashi

Zangunan Bollinger

Yana sanya zanguna bisa watsewar bayanai kewaye da matsakaici mai motsi; faɗi yana ƙaruwa ko raguwa tare da sauyin farashin kwanan nan.

Hanyar zuwa wannan bayani

Sauyin farashi

Zangunan Bollinger · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Basis = SMA(C,n); bands = basis ± k × σ(C,n)

Matakai da tsari

Zangunan Fractal Chaos

Yana sauya tabbatattun ƙoli da ƙasan fractal zuwa iyakoki masu kama da matakai kewaye da farashi.

Hanyar zuwa wannan bayani

Matakai da tsari

Zangunan Fractal Chaos · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Bands follow the latest confirmed upper and lower fractals

Matakai da tsari

ZigZag

Yana tace ƙananan sauye-sauyen alkibla domin bayyana manyan wuraren juyawa a tsarin farashi.

Hanyar zuwa wannan bayani

Matakai da tsari

Iyakokin fassara

Sashe na ƙarshe na iya motsawa kafin tabbatarwa. Bai kamata a ɗauki wuraren juyawar tarihi a matsayin siginoni da aka sani a lokacin ƙolin ko ƙasan baya ba.

ZigZag · Kwangilolin gaba — Yanayin demo · Kwangilolin gabaGwada demo

Taƙaitaccen tsarin lissafi

Connect confirmed alternating extremes beyond a deviation threshold

Ci gaba da koyo

Ƙamus na ɗan kasuwa Kayan zane Amfani da jadawali Bayanin kayan ciniki Bincika a demo

Ƙarin karatu: Fidelity Technical Indicator Guide; TradingView / Bollinger Bands.