TPAY / Roundhill ETF Trust - Roundhill S&P 500 Target 10 Managed Distribution ETF - プット/コール比率、オプション心理、異常なオプションアクティビティ

ラウンドヒルETFトラスト - ラウンドヒルS&P 500ターゲット10マネージドディストリビューションETF
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プット/コール比率 - 将来の見通しと履歴

プット/コール比率は、開示されたオープンプットオプションのポジションの総数を、オープンコールオプションの数で割ったものです。プットは一般的に弱気のベットであり、コールは強気のベットであるため、プット/コールの比率が1より大きい場合は弱気の心理を示し、1より小さい場合は強気の心理を示します。

Update Frequency: Daily

See companies with the most optimistic put/call ratios.

The put/call ratio by expiration chart shows how options positioning differs across upcoming expiration dates. It compares put open interest to call open interest for each expiration, helping identify whether traders are more heavily positioned for downside protection, downside speculation, or upside participation at specific points in time. This can be especially useful around major catalysts such as earnings, product announcements, regulatory events, macro data releases, or large option expiration dates, where positioning may cluster in certain maturities.

A ratio above 1.0 means there is more put open interest than call open interest for that expiration, which may indicate more bearish, defensive, or hedging-oriented positioning. A ratio below 1.0 means call open interest is greater than put open interest, which may suggest more bullish or speculative upside positioning. Large spikes in a single expiration can signal that market attention is concentrated around that date, but the ratio should not be interpreted as a standalone prediction of price direction. It is best read alongside stock price trends, total open interest, option volume, implied volatility, and known upcoming catalysts.

有効期限 DTX オープンプット
インタレスト
オープンコール
インタレスト
プット/コール
比率
2026-05-15 6 0
2026-06-18 40 4
2026-09-18 132 0
2026-12-18 223 0
日付 プット OI プット OI
(OTM)
コール OI コール OI
(OTM)
プット/コール
比率
プット/コール
比率 (OTM)
2026-05-08 4 4
2026-05-07 4 4
2026-05-06 4 4
2026-05-05 4 4
2026-05-04 4 4
2026-05-01 4 4
2026-04-30 5 5
異常なオプションアクティビティ - 取引高
プット/コール比率は、開示されたオープンプットオプションのポジションの総数を、オープンコールオプションの数で割ったものです。プットは一般的に弱気のベットであり、コールは強気のベットであるため、プット/コールの比率が1より大きい場合は弱気の心理を示し、1より小さい場合は強気の心理を示します。

異常なオプションアクティビティ(UOA)は、一般的に方向性のある価格変動の強力なシグナルと考えられています。異常なオプション活動の1つの指標は、プットオプションまたはコールオプションの合計量を、同じオプションタイプのオープンインタレストで割ったものです。コールまたはプットオプションの合計量が現在のオープンインタレストを超えている場合、それは異常と見なされ、強い方向性のシグナルを示します。下の表では、オプションの出来高が現在のオープンインタレストを超えた日付は緑 (コールオプションの場合) または赤 (プットオプションの場合) で強調表示されています。

たとえば、いずれかの取引日に、コール量が現在のコールオープンインタレストを超えた場合、コール取引高/コールOI比は1より大きくなり、そのセルは緑色で強調表示されます。これはコールオプションを大量に購入していることを示しており、強気のシグナルです。同様に、反対の場合-プットボリュームがプットオープンインタレストを超える場合、テーブルセルは赤色で強調表示され、強い弱気シグナルを表します。

更新頻度: 日

日付 プット
取引高
プット
OI
プット取引高
/プット OI
コール
取引高
コール
OI
コール取引高
/コール OI
2026-05-08 0 4 0 0
2026-05-07 0 4 0 0
2026-05-06 0 4 0 0
2026-05-05 0 4 0 0
2026-05-04 0 4 0 0
2026-05-01 0 4 0 0
2026-04-30 5 5 0 0
2026-04-29 0 5 0 0
2026-04-28 0 5 0 0
2026-04-27 0 5 0 0
2026-04-24 0 5 0 0
2026-04-23 0 5 0 0
2026-04-22 0 5 0 0
2026-04-21 0 5 0 0
2026-04-20 0 5 0 0
2026-04-17 0 5 0 0
2026-04-16 0 5 0 0
2026-04-15 5 0 0 0
2026-04-14 0 0 0 0
2026-04-13 0 0 0 0
2026-04-10 0 0 0 0
2026-04-09 0 0 0 0
2026-04-08 0 0 0 0
2026-04-07 0 0 0 0
2026-04-06 0 0 0 0
参照元: CBOE
オプションギリシャ語 - デルタ、ガンマ、シータ
How to Interpret Delta

Delta measures how much an option’s price is expected to change when the underlying stock price changes by one dollar. In this section, the chart compares the stock’s overall average delta with the average delta for call options and put options separately. This helps show whether directional options exposure is being driven more by calls, puts, or a balanced mix of both.

Call delta is usually positive because call options generally increase in value when the stock price rises. Put delta is usually negative because put options generally increase in value when the stock price falls. The overall average delta blends both call and put contracts and can provide a broad view of net directional sensitivity across the listed options market for the stock.

  • Rising average delta may indicate that options exposure is becoming more positively sensitive to the stock price. This can happen when call options become more influential, when put exposure declines, or when existing options move closer to being in the money.
  • Falling average delta may indicate that options exposure is becoming less positively sensitive, more put-driven, or more defensive. If the overall delta moves lower while put delta becomes more negative, bearish or protective positioning may be increasing.
  • Call delta above put delta generally means call-side directional exposure is more positive than put-side exposure. A widening gap between call and put delta can suggest that directional exposure is becoming more concentrated on one side of the options chain.
  • Overall average delta near zero may suggest that call and put sensitivities are more balanced, though this should not be interpreted as an absence of risk. Large call and put exposures can offset each other in the average.

When reading the delta chart, focus on the relationship between the three lines: overall delta, call delta, and put delta. If call delta is rising faster than put delta, the options market may be becoming more call-driven. If put delta is becoming more negative or the overall average delta is declining, downside hedging or bearish positioning may be playing a larger role.

Delta should be interpreted alongside stock price movement, option volume, open interest, and implied volatility. A sharp change in delta can be caused by new trading activity, a move in the underlying stock, changes in moneyness, or shifts in the expiration mix of listed options.

更新頻度: 日

日付 プット Δ
(平均)
コール Δ
(平均)
Δ
(平均)
2026-05-08
2026-05-07
2026-05-06
2026-05-05
2026-05-04
2026-05-01
sopt.optional-sentiment-page.option.greek.gamma.label
How to Interpret Gamma

Gamma measures how quickly an option’s delta changes as the underlying stock price moves. In this section, the chart compares the overall average gamma with the average gamma for call options and put options separately. Gamma is especially useful for understanding how sensitive options exposure may become during stock price moves.

Higher gamma means that delta can change more rapidly as the stock moves. This can make options exposure more dynamic and may increase the need for hedging adjustments by market participants. By separating call gamma and put gamma, the chart helps show whether this sensitivity is being driven more by call options, put options, or both.

  • Rising average gamma suggests that the options market is becoming more sensitive to changes in the underlying stock price. This can occur when options are closer to the current stock price, when near-term expirations dominate, or when trading activity increases in contracts with high convexity.
  • Falling average gamma suggests that options exposure may be becoming less sensitive to stock price changes. This may happen as options move further in or out of the money, as high-gamma contracts expire, or as activity shifts to longer dated options.
  • Call gamma above put gamma may indicate that call-side contracts are contributing more to price sensitivity. This can be relevant when the stock is moving higher or when traders are concentrated in calls near the current stock price.
  • Put gamma above call gamma may indicate that put-side contracts are contributing more to price sensitivity. This can be relevant during downside moves, periods of increased hedging demand, or when protective puts are clustered near the current stock price.
  • Gamma spikes are important because they may signal that small stock price movements could produce larger changes in options exposure. This does not predict direction by itself, but it may indicate that the stock is entering a more sensitive options environment.

When reading the gamma chart, look for periods where gamma rises sharply or where call and put gamma diverge. A broad increase in both call and put gamma may indicate that options sensitivity is increasing across the chain. A rise concentrated in calls or puts may suggest that one side of the options market is driving most of the change.

Gamma is often most informative when viewed around major events, sharp stock moves, earnings dates, or option expiration periods. Because gamma tends to be highest for near-the-money and near-expiration options, sudden changes may reflect shifts in the option chain rather than a simple change in investor sentiment.

更新頻度: 日

日付 プット Γ
(平均)
コール Γ
(平均)
Γ
(平均)
2026-05-08
2026-05-07
2026-05-06
2026-05-05
2026-05-04
2026-05-01
sopt.optional-sentiment-page.option.greek.theta.label
How to Interpret Theta

Theta measures the effect of time decay on option prices. It estimates how much value an option may lose as time passes, assuming other factors remain unchanged. In this section, the chart compares the overall average theta with the average theta for call options and put options separately.

Theta is commonly negative for long option positions because options generally lose time value as they approach expiration. More negative theta means that time decay is occurring at a faster rate. By comparing call theta and put theta, the chart can help show whether time decay pressure is concentrated more heavily in calls or puts.

  • Theta becoming more negative suggests that options are losing time value more quickly. This may occur when near-term options become more prominent, when implied volatility changes, or when trading activity is concentrated in contracts with short time to expiration.
  • Theta becoming less negative suggests that average time decay is easing. This can happen when options activity shifts toward longer-dated contracts, when near-term contracts expire, or when the option mix changes.
  • Call theta more negative than put theta may indicate that call-side options are carrying greater time decay pressure. This can be relevant when call buying or call open interest is concentrated in shorter-dated contracts.
  • Put theta more negative than call theta may indicate that put-side options are carrying greater time decay pressure. This may occur when protective puts, bearish trades, or downside hedges are concentrated near expiration.
  • Large changes in theta can signal a shift in the expiration profile of the option chain. A sudden move more negative may indicate greater influence from short-dated options, while a move closer to zero may indicate less near-term decay pressure.

When reading the theta chart, focus on how negative the values are and whether the call and put lines are moving together or diverging. If both call and put theta become more negative, time decay pressure may be increasing across the options market. If only one side becomes more negative, that side of the chain may be carrying more short-term premium decay.

Theta should not be interpreted as bullish or bearish by itself. Instead, it helps identify where time decay is concentrated and whether the options market is becoming more short-term in nature. It is most useful when combined with delta, gamma, implied volatility, volume, open interest, and upcoming catalysts such as earnings or expiration dates.

更新頻度: 日

日付 プット Θ
(平均)
コール Θ
(平均)
Θ
(平均)
2026-05-08
2026-05-07
2026-05-06
2026-05-05
2026-05-04
2026-05-01
オプションプレミアムの購入/売却 - トータル・マーケット

更新頻度: 日

日付 プット
プレミアム購入
プット
プレミアム売却
ネットプット
プレミアム購入
コール
プレミアム購入
コール
プレミアム売却
ネットコール
プレミアム購入
ネットロング
プレミアム購入
2026-05-08 0 0 0 0 0 0 0
2026-05-07
2026-05-06
2026-05-05
2026-05-04
2026-05-01
2026-04-30
2026-04-29
2026-04-28
2026-04-27
2026-04-24
2026-04-23
2026-04-22
2026-04-21
2026-04-20
2026-04-17
2026-04-16
2026-04-15
2026-04-14
2026-04-13
Source: CBOE
オプション取引量 - トータル・マーケット

更新頻度: 日

日付 プット
取引高
プット取引高
(20日移動平均)
プット
取引高/20日移動平均 (%)
コール
取引高
コール取引高
(20日移動平均)
コール
取引高/20日移動平均 (%)
総取引高 プット/コール
取引高
プット/コール
取引高 (20日移動平均)
2026-05-08 0 0 NaN 0 0 NaN 0 NaN NaN
2026-05-07
2026-05-06
2026-05-05
2026-05-04
2026-05-01
2026-04-30
2026-04-29
2026-04-28
2026-04-27
2026-04-24
2026-04-23
2026-04-22
2026-04-21
2026-04-20
2026-04-17
2026-04-16
2026-04-15
2026-04-14
2026-04-13
Source: CBOE
オプション取引高 - 取引所

更新頻度: 日

日付 CBOE C2 EDGX BZX PHLX NASDAQ BX GEMX ISE MRX AMEX ARCA MIAX PEARL EMLD BOX 合計
2026-05-08 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-05-07 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-05-06 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-05-05 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-05-04 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-05-01 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-30 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 5
2026-04-29 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-28 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-27 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-24 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-23 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-22 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-21 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-20 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-17 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-16 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-15 1 0 0 4 0 0 0 0 0 0 0 0 0 0 0 0 5
2026-04-14 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
2026-04-13 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
参照元: CBOE
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