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DIVIDEND INDICES
DivDAX
- Current
- October 2026
- September 2026
- August 2026
- July 2026
- June 2026
- May 2026
- April 2026
- March 2026
- February 2026
- January 2026
- December 2025
- November 2025
- October 2025
- September 2025
- June 2025
- May 2025
- April 2025
- March 2025
- February 2025
- January 2025
- December 2024
- November 2024
- October 2024
- September 2024
Index Description
The DivDAX® dividend index comprises the 20 DAX® companies with the highest dividend yields. It is calculated by dividing the dividend paid by the closing price of the share on the day before distribution. The DivDAX® is rebalanced annually with the DAX® Index. It provides investors with an objective and transparent yardstick for the performance of companies with high dividend yields. It is particularly suited to investors with more conservative investment strategies who want to hold their equities for longer and hope to achieve a high dividend yield. By selecting constituents according to dividend yield, the DivDAX® tracks companies with particularly strong and solid economic performance, and has thereby continuously outperformed the benchmark indices in the past. DivDAX® follows STOXX’s concept of selection indices. Its composition is reviewed every September. Weighting is based on market capitalization of freely tradable shares, i.e. free float. Weightings are adjusted every quarter. No single stock may account for more than ten percent of the index. Index Guides, Benchmark statement, and other reports are available under the "Data & Methodology" tab.
Key facts
- The DivDAX comprises the 20 companies with the highest dividend yields in the DAX, the German blue-chip index.
- The index composition is reviewed once a year in September.
- The index is free-float market capitalization weighted.
- Components are capped at a maximum weight of 10% on a quarterly basis in March, June, September and December.
Descriptive Statistics
| Index | Market Cap (EUR bn) | Components (EUR bn) | Component weight (%) | Turnover (%) | |||||
|---|---|---|---|---|---|---|---|---|---|
| Full | Free-float | Mean | Median | Largest | Smallest | Largest | Smallest | Last 12 monts | |
| DivDAX | N/A | N/A | N/A | N/A | N/A | N/A | N/A | N/A | N/A |
| DAX | N/A | N/A | N/A | N/A | N/A | N/A | N/A | N/A | N/A |
Risk and return figures1
| Index returns | Return (%) | Annualized return (%) | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|
| Last month | YTD | 1Y | 3Y | 5Y | Last month | YTD | 1Y | 3Y | 5Y | |
| DivDAX | 3.9 | 4.2 | 15.6 | 33.7 | 40.3 | N/A | N/A | 16.0 | 10.4 | 7.1 |
| DAX | 7.0 | -1.0 | 7.2 | 49.3 | 55.1 | N/A | N/A | 7.4 | 14.6 | 9.3 |
| Index volatility and risk | Annualized volatility (%) | Annualized Sharpe ratio2 | ||||||||
| DivDAX | N/A | N/A | 14.3 | 14.6 | 17.2 | N/A | N/A | 0.9 | 0.5 | 0.3 |
| DAX | N/A | N/A | 15.7 | 15.2 | 17.3 | N/A | N/A | 0.4 | 0.8 | 0.4 |
| Index to benchmark | Correlation | Tracking error (%) | ||||||||
| DivDAX | 0.8 | 0.7 | 0.7 | 0.8 | 0.9 | 15.0 | 14.2 | 11.2 | 8.8 | 7.7 |
| Index to benchmark | Beta | Annualized information ratio | ||||||||
| DivDAX | 0.5 | 0.7 | 0.7 | 0.8 | 0.9 | -2.7 | 1.0 | 0.6 | -0.5 | -0.3 |
1For information on data calculation, please refer to STOXX calculation reference guide
2Based on EURIBOR1M
(EUR, Net Return), all data as of April 30, 2026
DIVIDEND INDICES
DivDAX
Fundamentals
| Index | Price/earnings incl. negative | Price/earnings excl. negative | Price/book | Dividend yield (%)3 | Price/sales | Price/cash flow | ||
|---|---|---|---|---|---|---|---|---|
| Trailing | Projected | Trailing | Projected | Trailing | Trailing | Trailing | ||
| DivDAX | N/A | N/A | N/A | N/A | N/A | N/A | N/A | N/A |
| DAX | N/A | N/A | N/A | N/A | N/A | N/A | N/A | N/A |
Performance and annual returns
| DivDAX | |
|---|---|
| 1721606400000 | 102.35 |
| 1721692800000 | 101.88 |
| 1721779200000 | 100.63 |
| 1721865600000 | 100.66 |
| 1721952000000 | 100.84 |
| 1722211200000 | 100.23 |
| 1722297600000 | 100.67 |
| 1722384000000 | 100.4 |
| 1722470400000 | 97.84 |
| 1722556800000 | 96.16 |
| 1722816000000 | 94.02 |
| 1722902400000 | 93.35 |
| 1722988800000 | 94.92 |
| 1723075200000 | 95.25 |
| 1723161600000 | 95.44 |
| 1723420800000 | 95.35 |
| 1723507200000 | 95.49 |
| 1723593600000 | 96 |
| 1723680000000 | 97.55 |
| 1723766400000 | 99.04 |
| 1724025600000 | 99.81 |
| 1724112000000 | 99.5699 |
| 1724198400000 | 100.08 |
| 1724284800000 | 100.47 |
| 1724371200000 | 101.5 |
| 1724630400000 | 101.5699 |
| 1724716800000 | 101.86 |
| 1724803200000 | 102.28 |
| 1724889600000 | 102.5 |
| 1724976000000 | 102.81 |
| 1725235200000 | 103.19 |
| 1725321600000 | 102.11 |
| 1725408000000 | 101.78 |
| 1725494400000 | 102.59 |
| 1725580800000 | 100.86 |
| 1725840000000 | 101.45 |
| 1725926400000 | 99.35 |
| 1726012800000 | 99.34 |
| 1726099200000 | 100.02 |
| 1726185600000 | 101.24 |
| 1726444800000 | 101.09 |
| 1726531200000 | 101.77 |
| 1726617600000 | 102.16 |
| 1726704000000 | 103.16 |
| 1726790400000 | 101.44 |
| 1727049600000 | 102.17 |
| 1727136000000 | 103.3199 |
| 1727222400000 | 102.6 |
| 1727308800000 | 104.16 |
| 1727395200000 | 106.43 |
| 1727654400000 | 105.13 |
| 1727740800000 | 104.31 |
| 1727827200000 | 103.75 |
| 1727913600000 | 102.92 |
| 1728000000000 | 103.66 |
| 1728259200000 | 103.29 |
| 1728345600000 | 102.52 |
| 1728432000000 | 103.72 |
| 1728518400000 | 103.8199 |
| 1728604800000 | 104.28 |
| 1728864000000 | 104.51 |
| 1728950400000 | 104.7 |
| 1729036800000 | 104.67 |
| 1729123200000 | 104.3 |
| 1729209600000 | 105.25 |
| 1729468800000 | 104.0699 |
| 1729555200000 | 103.2099 |
| 1729641600000 | 102.85 |
| 1729728000000 | 103.89 |
| 1729814400000 | 103.76 |
| 1730073600000 | 103.75 |
| 1730160000000 | 102.9 |
| 1730246400000 | 101.88 |
| 1730332800000 | 101.06 |
| 1730419200000 | 101.66 |
| 1730678400000 | 101.27 |
| 1730764800000 | 100.97 |
| 1730851200000 | 98.76 |
| 1730937600000 | 100.17 |
| 1731024000000 | 98.8199 |
| 1731283200000 | 99.73 |
| 1731369600000 | 97.62 |
| 1731456000000 | 96.74 |
| 1731542400000 | 98.11 |
| 1731628800000 | 98.56 |
| 1731888000000 | 98.62 |
| 1731974400000 | 98.05 |
| 1732060800000 | 97.44 |
| 1732147200000 | 97.61 |
| 1732233600000 | 98.99 |
| 1732492800000 | 99.7099 |
| 1732579200000 | 98.59 |
| 1732665600000 | 98.69 |
| 1732752000000 | 99.29 |
| 1732838400000 | 99.91 |
| 1733097600000 | 101.13 |
| 1733184000000 | 100.72 |
| 1733270400000 | 101.26 |
| 1733356800000 | 102.12 |
| 1733443200000 | 102.52 |
| 1733702400000 | 102.8 |
| 1733788800000 | 102.95 |
| 1733875200000 | 103.09 |
| 1733961600000 | 103 |
| 1734048000000 | 103.44 |
| 1734307200000 | 101.83 |
| 1734393600000 | 101.25 |
| 1734480000000 | 100.73 |
| 1734566400000 | 99.72 |
| 1734652800000 | 99.5699 |
| 1734912000000 | 99.14 |
| 1735257600000 | 99.9599 |
| 1735516800000 | 99.85 |
| 1735776000000 | 99.91 |
| 1735862400000 | 99.18 |
| 1736121600000 | 100.7 |
| 1736208000000 | 101.18 |
| 1736294400000 | 100.43 |
| 1736380800000 | 99.69 |
| 1736467200000 | 99.08 |
| 1736726400000 | 99 |
| 1736812800000 | 99.4599 |
| 1736899200000 | 101.62 |
| 1736985600000 | 101.52 |
| 1737072000000 | 102.4 |
| 1737331200000 | 103.56 |
| 1737417600000 | 103.04 |
| 1737504000000 | 102.93 |
| 1737590400000 | 103.44 |
| 1737676800000 | 103.88 |
| 1737936000000 | 105.21 |
| 1738022400000 | 105.74 |
| 1738108800000 | 106.49 |
| 1738195200000 | 107.19 |
| 1738281600000 | 106.65 |
| 1738540800000 | 104.8199 |
| 1738627200000 | 104.99 |
| 1738713600000 | 104.85 |
| 1738800000000 | 106.88 |
| 1738886400000 | 106.07 |
| 1739145600000 | 106.71 |
| 1739232000000 | 106.45 |
| 1739318400000 | 106.72 |
| 1739404800000 | 110.06 |
| 1739491200000 | 109.79 |
| 1739750400000 | 110.58 |
| 1739836800000 | 111.06 |
| 1739923200000 | 108.56 |
| 1740009600000 | 108.17 |
| 1740096000000 | 108.63 |
| 1740355200000 | 110.19 |
| 1740441600000 | 111 |
| 1740528000000 | 112.58 |
| 1740614400000 | 111.29 |
| 1740700800000 | 111.43 |
| 1740960000000 | 113.34 |
| 1741046400000 | 109.91 |
| 1741132800000 | 112.48 |
| 1741219200000 | 115.86 |
| 1741305600000 | 114.8 |
| 1741564800000 | 115.18 |
| 1741651200000 | 112.91 |
| 1741737600000 | 113.58 |
| 1741824000000 | 113.06 |
| 1741910400000 | 114.05 |
| 1742169600000 | 114.47 |
| 1742256000000 | 115.53 |
| 1742342400000 | 114.32 |
| 1742428800000 | 112.45 |
| 1742515200000 | 111.81 |
| 1742774400000 | 111.27 |
| 1742860800000 | 112.2 |
| 1742947200000 | 111.38 |
| 1743033600000 | 110.27 |
| 1743120000000 | 110.01 |
| 1743379200000 | 108.35 |
| 1743465600000 | 109.25 |
| 1743552000000 | 108.55 |
| 1743638400000 | 106.58 |
| 1743724800000 | 101.92 |
| 1743984000000 | 98.72 |
| 1744070400000 | 99.86 |
| 1744156800000 | 97.34 |
| 1744243200000 | 100.4 |
| 1744329600000 | 100.76 |
| 1744588800000 | 103.53 |
| 1744675200000 | 105.2 |
| 1744761600000 | 105.71 |
| 1744848000000 | 105.67 |
| 1745280000000 | 107.43 |
| 1745366400000 | 108.83 |
| 1745452800000 | 109.33 |
| 1745539200000 | 109.61 |
| 1745798400000 | 109.54 |
| 1745884800000 | 109.27 |
| 1745971200000 | 109.44 |
| 1746144000000 | 110.18 |
| 1746403200000 | 111.05 |
| 1746489600000 | 111.28 |
| 1746576000000 | 111.18 |
| 1746662400000 | 111.91 |
| 1746748800000 | 112.73 |
| 1747008000000 | 113.07 |
| 1747094400000 | 113.35 |
| 1747180800000 | 113.15 |
| 1747267200000 | 113.38 |
| 1747353600000 | 112.93 |
| 1747612800000 | 113.77 |
| 1747699200000 | 114.45 |
| 1747785600000 | 114.68 |
| 1747872000000 | 113.89 |
| 1747958400000 | 111.75 |
| 1748217600000 | 113.6 |
| 1748304000000 | 113.79 |
| 1748390400000 | 113.67 |
| 1748476800000 | 113.53 |
| 1748563200000 | 113.66 |
| 1748822400000 | 112.64 |
| 1748908800000 | 113.13 |
| 1748995200000 | 113.79 |
| 1749081600000 | 113.69 |
| 1749168000000 | 113.67 |
| 1749427200000 | 113.57 |
| 1749513600000 | 113.83 |
| 1749600000000 | 113.17 |
| 1749686400000 | 112.41 |
| 1749772800000 | 111.23 |
| 1750032000000 | 111.75 |
| 1750118400000 | 110.81 |
| 1750204800000 | 110.13 |
| 1750291200000 | 109.29 |
| 1750377600000 | 110.44 |
| 1750636800000 | 109.91 |
| 1750723200000 | 111.04 |
| 1750809600000 | 109.58 |
| 1750896000000 | 109.55 |
| 1750982400000 | 112.4 |
| 1751241600000 | 111.31 |
| 1751328000000 | 111.25 |
| 1751414400000 | 112.37 |
| 1751500800000 | 112.34 |
| 1751587200000 | 111.58 |
| 1751846400000 | 111.92 |
| 1751932800000 | 113.06 |
| 1752019200000 | 114.81 |
| 1752105600000 | 115.09 |
| 1752192000000 | 114.37 |
| 1752451200000 | 113.19 |
| 1752537600000 | 113.29 |
| 1752624000000 | 112.42 |
| 1752710400000 | 112.92 |
| 1752796800000 | 112.8 |
| 1753056000000 | 113.62 |
| 1753142400000 | 113.32 |
| 1753228800000 | 116 |
| 1753315200000 | 116.72 |
| 1753401600000 | 117.31 |
| 1753660800000 | 115.67 |
| 1753747200000 | 115.31 |
| 1753833600000 | 114.58 |
| 1753920000000 | 113.81 |
| 1754006400000 | 110.88 |
| 1754265600000 | 112.13 |
| 1754352000000 | 112.93 |
| 1754438400000 | 113.86 |
| 1754524800000 | 115.73 |
| 1754611200000 | 115.52 |
| 1754870400000 | 115.22 |
| 1754956800000 | 115.52 |
| 1755043200000 | 116.57 |
| 1755129600000 | 117.09 |
| 1755216000000 | 117.42 |
| 1755475200000 | 116.62 |
| 1755561600000 | 118.17 |
| 1755648000000 | 118.23 |
| 1755734400000 | 117.58 |
| 1755820800000 | 118.18 |
| 1756080000000 | 117.28 |
| 1756166400000 | 116.79 |
| 1756252800000 | 116.09 |
| 1756339200000 | 115.69 |
| 1756425600000 | 114.81 |
| 1756684800000 | 114.95 |
| 1756771200000 | 112.73 |
| 1756857600000 | 112.47 |
| 1756944000000 | 113.09 |
| 1757030400000 | 113.09 |
| 1757289600000 | 113 |
| 1757376000000 | 112.03 |
| 1757462400000 | 111.39 |
| 1757548800000 | 111.73 |
| 1757635200000 | 111.89 |
| 1757894400000 | 111.98 |
| 1757980800000 | 110.64 |
| 1758067200000 | 110.39 |
| 1758153600000 | 110.54 |
| 1758240000000 | 110.31 |
| 1758499200000 | 109.15 |
| 1758585600000 | 110.31 |
| 1758672000000 | 110.43 |
| 1758758400000 | 110.23 |
| 1758844800000 | 111.52 |
| 1759104000000 | 111.7 |
| 1759190400000 | 111.52 |
| 1759276800000 | 112.65 |
| 1759363200000 | 113.62 |
| 1759449600000 | 114.03 |
| 1759708800000 | 114.63 |
| 1759795200000 | 114.42 |
| 1759881600000 | 113.43 |
| 1759968000000 | 113.11 |
| 1760054400000 | 112.15 |
| 1760313600000 | 112.85 |
| 1760400000000 | 112.12 |
| 1760486400000 | 112.39 |
| 1760572800000 | 112.95 |
| 1760659200000 | 112.53 |
| 1760918400000 | 113.47 |
| 1761004800000 | 113.5 |
| 1761091200000 | 112.85 |
| 1761177600000 | 112.68 |
| 1761264000000 | 113.25 |
| 1761523200000 | 113.46 |
| 1761609600000 | 113.75 |
| 1761696000000 | 114.45 |
| 1761782400000 | 114.1 |
| 1761868800000 | 113.09 |
| 1762128000000 | 113.37 |
| 1762214400000 | 112.42 |
| 1762300800000 | 114.66 |
| 1762387200000 | 115.3 |
| 1762473600000 | 115.11 |
| 1762732800000 | 116.38 |
| 1762819200000 | 117.04 |
| 1762905600000 | 118.49 |
| 1762992000000 | 118.31 |
| 1763078400000 | 117.5 |
| 1763337600000 | 116.08 |
| 1763424000000 | 114.32 |
| 1763510400000 | 114.92 |
| 1763596800000 | 114.81 |
| 1763683200000 | 115.51 |
| 1763942400000 | 116.17 |
| 1764028800000 | 117.15 |
| 1764115200000 | 117.73 |
| 1764201600000 | 117.67 |
| 1764288000000 | 117.76 |
| 1764547200000 | 117.81 |
| 1764633600000 | 117.88 |
| 1764720000000 | 117.48 |
| 1764806400000 | 118.77 |
| 1764892800000 | 119.39 |
| 1765152000000 | 119.31 |
| 1765238400000 | 119.74 |
| 1765324800000 | 119.39 |
| 1765411200000 | 120.69 |
| 1765497600000 | 121.19 |
| 1765756800000 | 120.61 |
| 1765843200000 | 120.47 |
| 1765929600000 | 120.12 |
| 1766016000000 | 120.16 |
| 1766102400000 | 120.61 |
| 1766361600000 | 120.28 |
| 1766448000000 | 120.42 |
| 1766966400000 | 120.86 |
| 1767052800000 | 121.34 |
| 1767312000000 | 122.38 |
| 1767571200000 | 121.75 |
| 1767657600000 | 122.76 |
| 1767744000000 | 122.28 |
| 1767830400000 | 122.67 |
| 1767916800000 | 122.68 |
| 1768176000000 | 122.35 |
| 1768262400000 | 121.66 |
| 1768348800000 | 123.18 |
| 1768435200000 | 123.85 |
| 1768521600000 | 123.02 |
| 1768780800000 | 121.31 |
| 1768867200000 | 119.92 |
| 1768953600000 | 120.57 |
| 1769040000000 | 122.32 |
| 1769126400000 | 121.51 |
| 1769385600000 | 121.9 |
| 1769472000000 | 121.86 |
| 1769558400000 | 122.35 |
| 1769644800000 | 122.68 |
| 1769731200000 | 123.12 |
| 1769990400000 | 123.88 |
| 1770076800000 | 125.14 |
| 1770163200000 | 128.1 |
| 1770249600000 | 126.26 |
| 1770336000000 | 126.18 |
| 1770595200000 | 126.69 |
| 1770681600000 | 127.6 |
| 1770768000000 | 128.29 |
| 1770854400000 | 127.1 |
| 1770940800000 | 126.79 |
| 1771200000000 | 126.88 |
| 1771286400000 | 127.97 |
| 1771372800000 | 128.07 |
| 1771459200000 | 127.2 |
| 1771545600000 | 128.03 |
| 1771804800000 | 126.98 |
| 1771891200000 | 128.01 |
| 1771977600000 | 128.9199 |
| 1772064000000 | 129.7 |
| 1772150400000 | 129.85 |
| 1772409600000 | 126.67 |
| 1772496000000 | 121.91 |
| 1772582400000 | 123.43 |
| 1772668800000 | 121.75 |
| 1772755200000 | 120.13 |
| 1773014400000 | 118.67 |
| 1773100800000 | 121.67 |
| 1773187200000 | 121.13 |
| 1773273600000 | 122.89 |
| 1773360000000 | 122.93 |
| 1773619200000 | 122.54 |
| 1773705600000 | 123.78 |
| 1773792000000 | 122.61 |
| 1773878400000 | 118.77 |
| 1773964800000 | 117.05 |
| 1774224000000 | 117.97 |
| 1774310400000 | 118.88 |
| 1774396800000 | 120.65 |
| 1774483200000 | 119.83 |
| 1774569600000 | 119.4 |
| 1774828800000 | 121.16 |
| 1774915200000 | 121.67 |
| 1775001600000 | 123.37 |
| 1775088000000 | 122.48 |
| 1775520000000 | 122.91 |
| 1775606400000 | 126.56 |
| 1775692800000 | 126.93 |
| 1775779200000 | 127.25 |
| 1776038400000 | 126.69 |
| 1776124800000 | 127.22 |
| 1776211200000 | 126.85 |
| 1776297600000 | 126.23 |
| 1776384000000 | 127.54 |
| 1776643200000 | 127.35 |
| 1776729600000 | 127.39 |
| 1776816000000 | 127.08 |
| 1776902400000 | 127.14 |
| 1776988800000 | 125.99 |
| 1777248000000 | 125.68 |
| 1777334400000 | 126.04 |
| 1777420800000 | 123.93 |
| 1777507200000 | 126.46 |
| DivDAX | DAX | |
|---|---|---|
| 2025 | 22.179454024447 | 22.978583321372 |
| 2024 | 4.1959507070772 | 18.470327768587 |
| 2023 | 17.045953305217 | 19.50706140856 |
| 2024 | 13.822040898293 | -3.1881886768552 |
Methodology
The DivDAX contains the 20 companies with the highest dividend yields in DAX. For the component selection, the historical dividend yield and the average daily trading volume are considered. The historical dividend yields are calculated by dividing the distributed dividends by the closing price for the share concerned on the day preceding the ex-date. In addition, shares must demonstrate an average daily traded volume of EUR 250,000 for the last three months.
If an index member publicly announces that it will not pay a dividend at the upcoming dividend date, it is removed from the index at the next rebalancing date. A deleted component is replaced by the next highest-ranked non-component company in the most recent selection list that has not announced the cancellation of upcoming dividend payments. If a replacement cannot be determined, the component is removed without being replaced. If a company is removed from DAX, it will also be removed from DivDAX.
The detailed DivDAX index methodology can be found in the DAX Equity Index Methodology Guide.
The detailed index calculation formula can be found in the DAX Equity Index Calculation Guide.
| Index | ISIN | Symbol | Bloomberg | Reuters |
|---|---|---|---|---|
| Gross Return EUR | DE000A0C33D1 | DIVDAX | DIVDAX INDEX | .GSUL |
| Price EUR | DE000A0C33C3 | DDAXK | DDAXK INDEX | .GSUK |
| Net Return EUR | DE000A4AHVT1 | DDAXN | DDAXN INDEX | .DDAXN |
Quick Facts
| Weighting | Free-float market cap |
| Cap Factor | 0.1 |
| No. of components | 20 |
| Review frequency | Yearly |
| Calculation/distribution | realtime, 15 sec |
| Calculation hours | 09:00:00 18:00:00 |
| Base value/base date | 100 as of Mar. 15, 2024 |
| History | Available since Nov. 30, 2016 |
| Inception date | Jul. 22, 2024 |
CONTACT DETAILS
- STOXX customer support
- P +41 43 430 7272
- customersupport@stoxx.com
- https://stoxx.com/support/
DISCLAIMER
STOXX, Deutsche Börse Group and their licensors, research partners or data providers do not make any warranties or representations, express or implied, with respect to the timeliness, sequence, accuracy, completeness, currentness, merchantability, quality or fitness for any particular purpose of its index data and exclude any liability in connection therewith. STOXX, Deutsche Börse Group and their licensors, research partners or data providers are not providing investment advice through the publication of indices or in connection therewith. In particular, the inclusion of a company in an index, its weighting, or the exclusion of a company from an index, does not in any way reflect an opinion of STOXX, Deutsche Börse Group or their licensors, research partners or data providers on the merits of that company. Financial instruments based on the STOXX indices, DAX indices or on any other indices supported by STOXX are in no way sponsored, endorsed, sold or promoted by STOXX, Deutsche Börse Group or their licensors, research partners or data providers.
BACKTESTED PERFORMANCE
This document contains index performance data based on backtesting, i.e. calculations of how the index might have performed prior to launch if it had existed using the same index methodology and based on historical constituents. Backtested performance information is purely hypothetical and is provided in this document solely for information purposes. Backtested performance does not represent actual performance and should not be interpreted as an indication of actual performance.
CUSTOMIZATION
The index can be used as a basis for the definition of STOXX Customized Indices, which can be tailored to specific client or mandate needs. STOXX offers a wide range of customization, in terms of component selection, weighting schemes and personalized calculation methodologies.
CONTACT DETAILS
- STOXX customer support
- P +41 43 430 7272
- customersupport@stoxx.com
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DISCLAIMER
STOXX, Deutsche Börse Group and their licensors, research partners or data providers do not make any warranties or representations, express or implied, with respect to the timeliness, sequence, accuracy, completeness, currentness, merchantability, quality or fitness for any particular purpose of its index data and exclude any liability in connection therewith. STOXX, Deutsche Börse Group and their licensors, research partners or data providers are not providing investment advice through the publication of indices or in connection therewith. In particular, the inclusion of a company in an index, its weighting, or the exclusion of a company from an index, does not in any way reflect an opinion of STOXX, Deutsche Börse Group or their licensors, research partners or data providers on the merits of that company. Financial instruments based on the STOXX indices, DAX indices or on any other indices supported by STOXX are in no way sponsored, endorsed, sold or promoted by STOXX, Deutsche Börse Group or their licensors, research partners or data providers.
BACKTESTED PERFORMANCE
This document contains index performance data based on backtesting, i.e. calculations of how the index might have performed prior to launch if it had existed using the same index methodology and based on historical constituents. Backtested performance information is purely hypothetical and is provided in this document solely for information purposes. Backtested performance does not represent actual performance and should not be interpreted as an indication of actual performance.
CUSTOMIZATION
The index can be used as a basis for the definition of STOXX Customized Indices, which can be tailored to specific client or mandate needs. STOXX offers a wide range of customization, in terms of component selection, weighting schemes and personalized calculation methodologies.