今日は、基礎講座06「値幅観測論」をやっていきますね
「値幅観測論」と聞いてぱっと思いつく人はあのテクニカルの使い手かな?
そう、一目均衡表の三大理論の一つですね
一目均衡表の三大理論とは、「時間論」「波動論」「値幅観測論」です
「時間論」っていうのは、簡単に言うと、時間によって相場の転換点を予測するための考え方
一目均衡表のパラメーターの数字はこの時間論から来ています
また、別で「サイクル理論」ってのもあるよね
具体的な計算方法は図の通りで、N値計算とかE値計算とか書いてますが、波形でN波形とかE波形とかとも呼んだりもします
よく使われるのが、N値計算とE値計算ですかね?
N値はフィボナッチエクスパンションを使えば簡単に計測できます(FE100%の位置)
E値はフィボナッチリトレースメントの逆あて(エクステンション)で計測できます(FR200%の位置)
視覚的にはトレンドラインをコピーして図る事もできますね
ざっくりいうと、相場の基本波形であるN波動で未来の到達点を予測していくって事ですかね
さらに、「波乗りあっき~」さんの凄い所は、水平線をほぼ使わず、チャネルなどの斜め線だけで分析しているそうです
などなど、ものすごいんですが、かなり奥が深くて一長一短ではマスターできませんw
尚、2枚目の資料は「波乗りあっき~」さんから学習したものを私がまとめているほんの一部の資料で、他にも沢山ありますが、また興味がある人は自分で調べて学習してみてくださいね
相変わらず余談のが長くなっちゃいましたが、今回はこの辺で
次回はいよいよ「エリオット波動」に触れていきますかね~
![2021-03-14_06h51_32](data:image/png;base64,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)
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)
「値幅観測論」と聞いてぱっと思いつく人はあのテクニカルの使い手かな?
そう、一目均衡表の三大理論の一つですね
一目均衡表の三大理論とは、「時間論」「波動論」「値幅観測論」です
「時間論」っていうのは、簡単に言うと、時間によって相場の転換点を予測するための考え方
一目均衡表のパラメーターの数字はこの時間論から来ています
また、別で「サイクル理論」ってのもあるよね
どちらにしても、時間、そうチャートの横軸で分析するのが「時間論」
ついつい縦軸(価格)だけに注目しがちになるんですが、横軸(時間)にも意識を向けて分析したり値動きを観察したりすると分析が深まります
ついつい縦軸(価格)だけに注目しがちになるんですが、横軸(時間)にも意識を向けて分析したり値動きを観察したりすると分析が深まります
「波動論」とは、波形のパターンによって相場を分析していこうという考え方
ダウ理論やエリオット波動に似てるんですが、一目均衡表の波動論は別で生まれたまったく別の考え方です
ただ、基本波形などは同じような波形になってるところが面白いんですけどねw
前回紹介した「エリオットの6波動」や「チャートパターン」に共通するところがあります
チャートの縦軸、そう価格に関する分析が「波動論」と次に紹介する「値幅観測論」の2つになります
では本題の「値幅観測論」です
ただ、基本波形などは同じような波形になってるところが面白いんですけどねw
前回紹介した「エリオットの6波動」や「チャートパターン」に共通するところがあります
チャートの縦軸、そう価格に関する分析が「波動論」と次に紹介する「値幅観測論」の2つになります
では本題の「値幅観測論」です
波動論(波形)を使って、価格がどこまで伸びるのか?次の天底がどのあたりに来るのかを推測していく分析方法です
ただ、この分析方法も100%そうなるというものではなく、あくまで目安の一つです
具体的な計算方法は図の通りで、N値計算とかE値計算とか書いてますが、波形でN波形とかE波形とかとも呼んだりもします
よく使われるのが、N値計算とE値計算ですかね?
N値はフィボナッチエクスパンションを使えば簡単に計測できます(FE100%の位置)
E値はフィボナッチリトレースメントの逆あて(エクステンション)で計測できます(FR200%の位置)
視覚的にはトレンドラインをコピーして図る事もできますね
ざっくりいうと、相場の基本波形であるN波動で未来の到達点を予測していくって事ですかね
ポコニカルでよく使う、利確目標のFE127.2や161.8のように、この値幅観測を利確目標によく使いますので、知っておくとシナリオ作りにとても役立ちます。
ここから余談というか、私が以前に感銘を受けて学習した波動論にも少しだけ触れておきますね
有名な方なので知ってる人もいると思いますが、「チャネルの魔術師」と呼ばれている「波乗りあっき~」さんです
ここから余談というか、私が以前に感銘を受けて学習した波動論にも少しだけ触れておきますね
有名な方なので知ってる人もいると思いますが、「チャネルの魔術師」と呼ばれている「波乗りあっき~」さんです
波動論と値幅観測論そしてある意味の時間論を駆使して相場を読み解いていっています。
「相場は一定の値幅と波動を形成しながら進んでいく」という考えを基に、その値幅をチャネルと使って分析して行きます
ポコさんが「相場は同じことを繰り返す」とよく言いますが、違う分析でも、本当に「相場はパズル」だって思うくらい同じような波形や値幅、そして波形完了するまでの時間まで同じことを繰り返して進んでいくんだって事がよくわかります「相場は一定の値幅と波動を形成しながら進んでいく」という考えを基に、その値幅をチャネルと使って分析して行きます
この値幅観測とチャネルを組み合わせて波形をより深く読み解いていくと、面白くて精度も高い分析が出来ます
値幅観測と同じようにN波動やE波動などと呼んでますが、波形にはそれぞれ特徴があり、波形が分かれば同時に値幅の計算方法も自動的わかります。
また、等倍の値幅が出るって考え方を基に、隙間がある時はその分が飛び出すとか、基本の考え方だけでなく応用も出来るようになります
実際にチャートを見てみると、驚くほどぴったり効いていたりするので面白いです
波形とチャネルの関係も深く検証してみると、ある条件でチャネルをブレイクするとそのチャネルの値幅分進むとか、上にブレイクしたが、等倍の値幅まで進まない時は反対側に等倍の値幅が出やすいとか、いろいろと法則性も見えてきたりします
波形とチャネルの関係も深く検証してみると、ある条件でチャネルをブレイクするとそのチャネルの値幅分進むとか、上にブレイクしたが、等倍の値幅まで進まない時は反対側に等倍の値幅が出やすいとか、いろいろと法則性も見えてきたりします
さらに、「波乗りあっき~」さんの凄い所は、水平線をほぼ使わず、チャネルなどの斜め線だけで分析しているそうです
「あっき~」さん曰く、水平線は価格しか分からない、斜め線は価格と時間もわかる
そう、このチャネルと値幅観測を使って、値幅を達成するにはこのくらいの時間になるって予測もできるみたいです
などなど、ものすごいんですが、かなり奥が深くて一長一短ではマスターできませんw
尚、2枚目の資料は「波乗りあっき~」さんから学習したものを私がまとめているほんの一部の資料で、他にも沢山ありますが、また興味がある人は自分で調べて学習してみてくださいね
本当に知れば知るほど「相場はパズルだ!」って思いますよww
相変わらず余談のが長くなっちゃいましたが、今回はこの辺で
次回はいよいよ「エリオット波動」に触れていきますかね~
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