指标说明
MarcChaikin 对佳庆指标的设计原理,做了以下简要的叙述:
为了将市场的内在动能,真实地表现在分析图表上。现有的技术指标,不管应用在大盘或者个股,都必须将成交量列入考虑的范围。在价格的波动趋势中,成交量分析有助于掌握股价本质上的强弱度。成交量与股价的背离现象,经常是确认反转讯号的唯一线索。
JosephGranville和Larry Williams两位教授,直到60年代后期,才开始注意成交量与股价的关系。他们发现,必须在成交量总额中,筛选出较具意义的部分成交量,才能创造出更具代表性的指标。多年来,大部分的分析师,将上涨股的成交量全部视为正值,将下跌股的成交量全部视为负值。但是,这种论调存在着很大的缺点,必须加以改良,才足以反应股价的真实本质。
以OBV累积能量线为例子。如果当日股价上涨,则当日所有的成交量总额,一律视为多头动能。如果当日股价下跌,则当日所有成交量总额,一律视为空头动能。这种论点太过于简化,而且不符合实际的现状。一段完整的趋势行情,会发生很多次重要的短、中期头部和底部,然而,OBV指标主要是针对极端的行情起作用。也就是说,只有在成交量极度萎缩或极度扩张的状况下,OBV指标才能发挥作用。
Larry Williams将OBV加以改良,用来决定当日的成交量,属于多方或空方力道。OBV以当日的收盘价和前一日的收盘价比较。然而,Williams却以当日收盘价和当日开盘价比较,并且设计了一条累积能量线。如果收盘价高于开盘价,则开盘价距收盘价之间的上涨讽度,以正值百分比表示,并乘以当日成交量。如果收盘价低于开盘价,则开盘价距收盘价之间的下奠幅度,以负值百分比表示,再乘以当日成交量。经过这样的改良之后,其侦测量价背离的功能,显然更具有参考价值。
注意事项
在使用本指标之前,必须注意下列三大要点:
以中间价为豁准,如果收盘价高于当日中间价,则当日成交量视为 正值。收盘价越接近当日最高价,其多头力道越强。如果收盘价低于当日中间价,则当日成交量视为负值。收盘价越接近当日最低价,其空头力道越强。
一波健全的上升趋势,必须包含强劲的多头力道。多头力道就像火箭升空,须要消耗的燃料一般。如果多头力道虚弱,则视为燃料不足,没有推升股价的条件。相反的,下降趋势经常伴随着较低的成交量。但是,波段下降趋势即将成熟前,经常会出现恐慌性抛压。这些卖盘,有部分来自于法人机构的大额结帐抛售。这一点,相当值得注意!股价不断的创新低点,成交量也相对呈现缓步的缩减。在这量缩低迷的期间,注意突然暴出的大量,这个现象发生时,经常是底部完成的讯号。
我们必须承认,没有任何一个指标是绝对完美的,建议搭配其他指标辅助,可以避免假讯号的发生。一般将21天的Envelope指标、超买超卖指标、佳庆指标组成一个指标群。运用在短、中期的交易上,成效相当良好。
运用原则
佳庆指标与股价产生背离时,可视为反转讯号。(特别是其他搭配运用的指标群,正处于超买或超卖水平时)。
佳庆指标本身具有超买超卖的作用,但是,其超买和超卖的界限位置,随着个股不同而不同,须自行认定。建议至少须观察一年以上的走势图,从中搜寻其经常性的超买和超卖界限,才能界定出一个标准。
佳庆指标由负值向上穿越0轴时,为买进讯号。(注意!股价必须位于90天移动平均线之上,才可视为有效)。
佳庆指标由正值向下穿越0轴时,为卖出讯号。(注意!股价必须位于90天移动平卷线之下,才可视为有效)。
公式概说
C-L)-(H-C)
(H-L)
深入讲解
本章所提“凸出的力量”,与MSI指标的“冲力”现象不同。这两种征兆,虽然都是发生在底部区的特殊现象。但是,隧谓的“冲力”,是股价已经止跌反转上升,而且其强劲的上升力道,迅速让股价脱离弱势区,届而引发大行情的反转过程。而“凸齿的力量”发生时股价仍处于下跌的局面,或者仍处于底部整理状态。
虽然Marc Chaikin认为“凸出的力量”,是法人机构抛售所造成的。不过,笔者认为,许多以借贷的资金,购入大量股票的股民,都有可能是造成“凸出的力量”的主要分子。
“凸出的力量”牵涉到“反市场心理”,和“奥妙”这方面的哲学。或者或许有经验,手中坚持不卖的股票,因为股价逐日的挫跌,信心逐日受到打击。终于有一天,忍痛认赔杀出之后,股价却开始反转上涨。反正,老天爷总是和我们做对,这种经验非常奇特。
对于“忍耐”这方面的能力,股民能忍受的程度,似乎都大同小异。市场上有很多股民,经常抱着侥幸的心理,不敢果断的处理问题。这一群人手中股票一旦套牢,便只能以“等待”来面对危机。可是,这种耍无赖的手法,却又经常晚节不保,无法坚持到底。一方面价差的损失,一方面利息的负担,双重压力的煎熬下,群众不约而同的杀出持股。顷刻间,市场上的筹码不再零乱,不安定的持股人消除后,股票的筹码转而集中在少数人手里。
一般正常情形之下,底部庆的成交量,大都是极低的窒息量。如果要让成交量骤增,除了大量恐慌抛出的股票之外,还须要有大量接手的实力买盘。这些实力买盘,大部分是实力坚强的自有资金。由于这些“有心人”的全力介入,造成“凸出的力量”,这种状态虽然和一般的底部形态不同,但是,却是一个值得信任的底部讯号。
判研方法
离散比率能直观地反映异常波动的情况,这可能是趋势形成或反转的先兆。下面以汇市以例进行说明:
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)
佳庆离散指标
1、当价格上涨形态被破坏,并进入区间盘整状态,此时CV曲线处于顶部(高水平位置)。
2、区间盘整或区间被突破时, CV曲线通常处于底部(低水平位置)。
3、汇率上涨时Chaikin Volatility指标的数值将随之上升。
4、当汇率将要到达顶部时,会出现突然加速上升的现象。
5、当市场渐渐无力时,反转行情的可能性增高,会出现急速下降的现象。