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OPTIMISED INDICES
STOXX Europe 600 Optimised Technology
- Current
- November 2025
- October 2025
- September 2025
- August 2025
- July 2025
- June 2025
- May 2025
- April 2025
- March 2025
- February 2025
- January 2025
- December 2024
- November 2024
- October 2024
- September 2024
- July 2024
- June 2024
- May 2024
- April 2024
- March 2024
- February 2024
- January 2024
- December 2023
- November 2023
- October 2023
- September 2023
Index Description
The STOXX Europe 600 Optimised Supersector Indices are derived from the STOXX Europe 600 Index, which comprises 600 of the largest European stocks by free-float market cap. Index components are selected by equity turnover value (three-month average daily turnover value - 3-month ADTV) and availability to borrow (based on the average data over seven trading days, as provided by data explorers in EUR). The EURO STOXX Optimised Banks is derived from the STOXX Europe 600 Optimised Banks Index and covers Eurozone companies.
Key facts
- Indices which use liquidity and stock borrowing as explicit factors in constituent selection to ensure tradability for long and short positions. Filters based on liquidity and availability to borrow are applied at the supersector level.
- A sector-dependent liquidity factor reduces the weighting of those components whose average daily turnover, as a fraction of the free-float market cap, is above the supersector average. This liquidity weighting methodology enhances the tradability of each index while retaining the free-float market cap weighting across the larger, more liquid stocks.
- Single stock weighting caps produce hedging tools that reduce idiosyncratic single-stock exposures, decrease volatility and improve diversification. These percentage weighting caps are defined based on the number of index components to ensure relevance across a heterogeneous group of supersectors.
Descriptive Statistics
| Index | Market Cap (USD bn) | Components (USD bn) | Component weight (%) | Turnover (%) | |||||
|---|---|---|---|---|---|---|---|---|---|
| Full | Free-float | Mean | Median | Largest | Smallest | Largest | Smallest | Last 12 monts | |
| STOXX Europe 600 Optimised Technology | 858.9 | 700.9 | 24.2 | 7.5 | 104.0 | 3.4 | 14.8 | 0.5 | 17.2 |
| STOXX Europe 600 | 12,859.2 | 10,150.7 | 16.9 | 6.0 | 302.8 | 1.3 | 3.0 | 0.0 | 3.5 |
Supersector weighting (top 10)
| Technology | 100.0 |
|---|
Country weighting
| Netherlands | 31.7 |
|---|---|
| Germany | 28.7 |
| France | 14.0 |
| Italy | 6.9 |
| UK | 5.4 |
| Spain | 4.7 |
| Sweden | 4.5 |
| Switzerland | 3.5 |
| Finland | 0.5 |
Risk and return figures1
| Index returns | Return (%) | Annualized return (%) | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|
| Last month | YTD | 1Y | 3Y | 5Y | Last month | YTD | 1Y | 3Y | 5Y | |
| STOXX Europe 600 Optimised Technology | -7.2 | 12.8 | 35.2 | 2.0 | 28.6 | N/A | N/A | 35.7 | 0.7 | 5.2 |
| STOXX Europe 600 | -4.1 | 7.7 | 28.8 | 21.2 | 21.4 | N/A | N/A | 29.2 | 6.7 | 4.0 |
| Index volatility and risk | Annualized volatility (%) | Annualized Sharpe ratio2 | ||||||||
| STOXX Europe 600 Optimised Technology | N/A | N/A | 28.4 | 28.5 | 28.3 | N/A | N/A | 1.4 | 0.1 | 0.2 |
| STOXX Europe 600 | N/A | N/A | 18.1 | 19.2 | 20.6 | N/A | N/A | 1.7 | 0.4 | 0.2 |
| Index to benchmark | Correlation | Tracking error (%) | ||||||||
| STOXX Europe 600 Optimised Technology | 0.7 | 0.8 | 0.9 | 0.9 | 0.9 | 10.7 | 13.5 | 15.4 | 15.3 | 14.2 |
| Index to benchmark | Beta | Annualized information ratio | ||||||||
| STOXX Europe 600 Optimised Technology | 0.9 | 1.3 | 1.4 | 1.3 | 1.2 | -3.9 | 0.5 | 0.4 | -0.3 | 0.1 |
1For information on data calculation, please refer to STOXX calculation reference guide
2Based on EURIBOR1M
(USD, Net Return), all data as of September 29, 2023
OPTIMISED INDICES
STOXX Europe 600 Optimised Technology
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 | ||
| STOXX Europe 600 Optimised Technology | 22.7 | 19.9 | 20.0 | 19.6 | 4.2 | 1.2 | 3.7 | 33.1 |
| STOXX Europe 600 | 13.6 | 12.2 | 12.1 | 12.0 | 1.8 | 3.4 | 1.2 | -14.2 |
Performance and annual returns
| STOXX Europe 600 Optimised Technology | |
|---|---|
| 978220800000 | 1000 |
| 978393600000 | 964.26 |
| 978480000000 | 904.88 |
| 978566400000 | 997.13 |
| 978652800000 | 996.78 |
| 978912000000 | 975.15 |
| 978998400000 | 956.93 |
| 979084800000 | 954.12 |
| 979171200000 | 1000.01 |
| 979257600000 | 1045.73 |
| 979516800000 | 1042.03 |
| 979603200000 | 1006.3 |
| 979689600000 | 1058.88 |
| 979776000000 | 1074.32 |
| 979862400000 | 1082.01 |
| 980121600000 | 1067.58 |
| 980208000000 | 1044.9 |
| 980294400000 | 1053.65 |
| 980380800000 | 1042.88 |
| 980467200000 | 1005.74 |
| 980726400000 | 996.32 |
| 980812800000 | 1001.38 |
| 980899200000 | 1040.48 |
| 980985600000 | 1027.29 |
| 981072000000 | 1001.41 |
| 981331200000 | 985.04 |
| 981417600000 | 989.56 |
| 981504000000 | 953.95 |
| 981590400000 | 931.64 |
| 981676800000 | 890.53 |
| 981936000000 | 916.05 |
| 982022400000 | 905.68 |
| 982108800000 | 862.87 |
| 982195200000 | 904 |
| 982281600000 | 856.61 |
| 982540800000 | 848.81 |
| 982627200000 | 827.58 |
| 982713600000 | 799.7 |
| 982800000000 | 774.45 |
| 982886400000 | 744.57 |
| 983145600000 | 769.63 |
| 983232000000 | 774.7 |
| 983318400000 | 756.44 |
| 983404800000 | 735.77 |
| 983491200000 | 758.7 |
| 983750400000 | 790.11 |
| 983836800000 | 835.83 |
| 983923200000 | 828.7 |
| 984009600000 | 809.28 |
| 984096000000 | 766.79 |
| 984355200000 | 701.56 |
| 984441600000 | 696.36 |
| 984528000000 | 686.61 |
| 984614400000 | 698.29 |
| 984700800000 | 655.66 |
| 984960000000 | 652.63 |
| 985046400000 | 688.5 |
| 985132800000 | 648.29 |
| 985219200000 | 618.04 |
| 985305600000 | 662.63 |
| 985564800000 | 697.34 |
| 985651200000 | 712.83 |
| 985737600000 | 672.57 |
| 985824000000 | 644.67 |
| 985910400000 | 625.27 |
| 986169600000 | 616.4 |
| 986256000000 | 577.76 |
| 986342400000 | 593.4 |
| 986428800000 | 627.53 |
| 986515200000 | 613.73 |
| 986774400000 | 612.37 |
| 986860800000 | 646.41 |
| 986947200000 | 669.86 |
| 987033600000 | 670.76 |
| 987465600000 | 633.62 |
| 987552000000 | 706.98 |
| 987638400000 | 724.71 |
| 987724800000 | 711.75 |
| 987984000000 | 684.33 |
| 988070400000 | 680.84 |
| 988156800000 | 681.51 |
| 988243200000 | 696.42 |
| 988329600000 | 708.11 |
| 988588800000 | 742.03 |
| 988761600000 | 756.7 |
| 988848000000 | 727.42 |
| 988934400000 | 733.68 |
| 989193600000 | 739.16 |
| 989280000000 | 726.84 |
| 989366400000 | 709.14 |
| 989452800000 | 726.75 |
| 989539200000 | 713.36 |
| 989798400000 | 692.74 |
| 989884800000 | 702.17 |
| 989971200000 | 703.78 |
| 990057600000 | 725.2 |
| 990144000000 | 730.54 |
| 990403200000 | 751.11 |
| 990489600000 | 762.75 |
| 990576000000 | 734.43 |
| 990662400000 | 735.35 |
| 990748800000 | 722.13 |
| 991008000000 | 722.96 |
| 991094400000 | 704.62 |
| 991180800000 | 668.18 |
| 991267200000 | 661.46 |
| 991353600000 | 651.48 |
| 991612800000 | 654.76 |
| 991699200000 | 677.51 |
| 991785600000 | 670.69 |
| 991872000000 | 663.88 |
| 991958400000 | 660.88 |
| 992217600000 | 642.27 |
| 992304000000 | 590.98 |
| 992390400000 | 600.07 |
| 992476800000 | 578.24 |
| 992563200000 | 568.55 |
| 992822400000 | 558.57 |
| 992908800000 | 559.21 |
| 992995200000 | 540.65 |
| 993081600000 | 543.77 |
| 993168000000 | 551.53 |
| 993427200000 | 552.08 |
| 993513600000 | 531.92 |
| 993600000000 | 533.41 |
| 993686400000 | 541.53 |
| 993772800000 | 555.23 |
| 994032000000 | 564.22 |
| 994118400000 | 552.25 |
| 994204800000 | 528.32 |
| 994291200000 | 480.58 |
| 994377600000 | 459.3 |
| 994636800000 | 457 |
| 994723200000 | 454.13 |
| 994809600000 | 443.71 |
| 994896000000 | 464.88 |
| 994982400000 | 470.61 |
| 995241600000 | 461.02 |
| 995328000000 | 454.01 |
| 995414400000 | 451.56 |
| 995500800000 | 468.85 |
| 995587200000 | 457.07 |
| 995846400000 | 456.09 |
| 995932800000 | 449.47 |
| 996019200000 | 444.28 |
| 996105600000 | 454.64 |
| 996192000000 | 477.97 |
| 996451200000 | 496.5 |
| 996537600000 | 509.01 |
| 996624000000 | 518.17 |
| 996710400000 | 525.39 |
| 996796800000 | 513.71 |
| 997056000000 | 507.4 |
| 997142400000 | 506.4 |
| 997228800000 | 493.1 |
| 997315200000 | 477.74 |
| 997401600000 | 468.85 |
| 997660800000 | 478.1 |
| 997747200000 | 493.81 |
| 997833600000 | 485.89 |
| 997920000000 | 471.05 |
| 998006400000 | 458.21 |
| 998265600000 | 454.5 |
| 998352000000 | 463.82 |
| 998438400000 | 463.59 |
| 998524800000 | 469.65 |
| 998611200000 | 490.19 |
| 998870400000 | 491.62 |
| 998956800000 | 474.55 |
| 999043200000 | 467.41 |
| 999129600000 | 446.05 |
| 999216000000 | 441.88 |
| 999475200000 | 433.73 |
| 999561600000 | 422.72 |
| 999648000000 | 395.69 |
| 999734400000 | 376.6 |
| 999820800000 | 373.79 |
| 1000080000000 | 375.87 |
| 1000166400000 | 352.41 |
| 1000252800000 | 366.99 |
| 1000339200000 | 363.34 |
| 1000425600000 | 345.23 |
| 1000684800000 | 356.16 |
| 1000771200000 | 351.51 |
| 1000857600000 | 341.54 |
| 1000944000000 | 325.86 |
| 1001030400000 | 315.52 |
| 1001289600000 | 341.57 |
| 1001376000000 | 350.56 |
| 1001462400000 | 348.18 |
| 1001548800000 | 334.08 |
| 1001635200000 | 344.67 |
| 1001894400000 | 333.85 |
| 1001980800000 | 337.37 |
| 1002067200000 | 344.47 |
| 1002153600000 | 371.75 |
| 1002240000000 | 362.76 |
| 1002499200000 | 371.32 |
| 1002585600000 | 372.37 |
| 1002672000000 | 390.23 |
| 1002758400000 | 404.93 |
| 1002844800000 | 402.95 |
| 1003104000000 | 393.4 |
| 1003190400000 | 404.21 |
| 1003276800000 | 425.44 |
| 1003363200000 | 400.79 |
| 1003449600000 | 392.38 |
| 1003708800000 | 398.94 |
| 1003795200000 | 419.57 |
| 1003881600000 | 429.41 |
| 1003968000000 | 420.56 |
| 1004054400000 | 442.77 |
| 1004313600000 | 429.7 |
| 1004400000000 | 406.6 |
| 1004486400000 | 421.88 |
| 1004572800000 | 429.18 |
| 1004659200000 | 433.24 |
| 1004918400000 | 454.72 |
| 1005004800000 | 460.74 |
| 1005091200000 | 463.51 |
| 1005177600000 | 482.55 |
| 1005264000000 | 470.17 |
| 1005523200000 | 454.88 |
| 1005609600000 | 477.84 |
| 1005696000000 | 491.33 |
| 1005782400000 | 508.83 |
| 1005868800000 | 516.94 |
| 1006128000000 | 519.59 |
| 1006214400000 | 498.62 |
| 1006300800000 | 487.82 |
| 1006387200000 | 506.06 |
| 1006473600000 | 505.8 |
| 1006732800000 | 515.77 |
| 1006819200000 | 506.11 |
| 1006905600000 | 488.82 |
| 1006992000000 | 485.15 |
| 1007078400000 | 503.28 |
| 1007337600000 | 494.29 |
| 1007424000000 | 510.38 |
| 1007510400000 | 554.31 |
| 1007596800000 | 558.1 |
| 1007683200000 | 546.65 |
| 1007942400000 | 527.71 |
| 1008028800000 | 540.39 |
| 1008115200000 | 532.07 |
| 1008201600000 | 503.51 |
| 1008288000000 | 500.85 |
| 1008547200000 | 523.91 |
| 1008633600000 | 524.34 |
| 1008720000000 | 510.36 |
| 1008806400000 | 491.36 |
| 1008892800000 | 496.72 |
| 1009152000000 | 498 |
| 1009411200000 | 506.28 |
| 1009497600000 | 512.66 |
| 1009929600000 | 518.59 |
| 1010016000000 | 546.77 |
| 1010102400000 | 550.78 |
| 1010361600000 | 544.63 |
| 1010448000000 | 526.96 |
| 1010534400000 | 536.7 |
| 1010620800000 | 523.43 |
| 1010707200000 | 530.09 |
| 1010966400000 | 508.8 |
| 1011052800000 | 509.78 |
| 1011139200000 | 489.72 |
| 1011225600000 | 498.6 |
| 1011312000000 | 491.43 |
| 1011571200000 | 477.19 |
| 1011657600000 | 475.24 |
| 1011744000000 | 477.09 |
| 1011830400000 | 497.27 |
| 1011916800000 | 483.91 |
| 1012176000000 | 482.07 |
| 1012262400000 | 475.42 |
| 1012348800000 | 467.54 |
| 1012435200000 | 477.51 |
| 1012521600000 | 479.39 |
| 1012780800000 | 475.97 |
| 1012867200000 | 461.73 |
| 1012953600000 | 452.63 |
| 1013040000000 | 460.33 |
| 1013126400000 | 454.97 |
| 1013385600000 | 471.12 |
| 1013472000000 | 469.64 |
| 1013558400000 | 470.18 |
| 1013644800000 | 476.42 |
| 1013731200000 | 462.51 |
| 1013990400000 | 457.55 |
| 1014076800000 | 447.75 |
| 1014163200000 | 439.24 |
| 1014249600000 | 443.97 |
| 1014336000000 | 430.93 |
| 1014595200000 | 443.35 |
| 1014681600000 | 445.46 |
| 1014768000000 | 459.59 |
| 1014854400000 | 459.16 |
| 1014940800000 | 465.96 |
| 1015200000000 | 496.84 |
| 1015286400000 | 496.02 |
| 1015372800000 | 502.66 |
| 1015459200000 | 517.17 |
| 1015545600000 | 517.88 |
| 1015804800000 | 510.32 |
| 1015891200000 | 492.19 |
| 1015977600000 | 487.34 |
| 1016064000000 | 490.04 |
| 1016150400000 | 495.44 |
| 1016409600000 | 506.23 |
| 1016496000000 | 502.74 |
| 1016582400000 | 487.63 |
| 1016668800000 | 485.44 |
| 1016755200000 | 491.33 |
| 1017014400000 | 485.26 |
| 1017100800000 | 488.35 |
| 1017187200000 | 486.4 |
| 1017273600000 | 490.13 |
| 1017705600000 | 480.9 |
| 1017792000000 | 472.87 |
| 1017878400000 | 465.74 |
| 1017964800000 | 465.71 |
| 1018224000000 | 447.57 |
| 1018310400000 | 452.51 |
| 1018396800000 | 452.72 |
| 1018483200000 | 436.51 |
| 1018569600000 | 436.3 |
| 1018828800000 | 445.12 |
| 1018915200000 | 466.52 |
| 1019001600000 | 470.73 |
| 1019088000000 | 450.16 |
| 1019174400000 | 443.88 |
| 1019433600000 | 415.59 |
| 1019520000000 | 413.12 |
| 1019606400000 | 403.67 |
| 1019692800000 | 407.63 |
| 1019779200000 | 405.46 |
| 1020038400000 | 400.2 |
| 1020124800000 | 403.61 |
| 1020297600000 | 394.66 |
| 1020384000000 | 380.07 |
| 1020643200000 | 378.87 |
| 1020729600000 | 376.43 |
| 1020816000000 | 398.45 |
| 1020902400000 | 392.69 |
| 1020988800000 | 378.04 |
| 1021248000000 | 384.5 |
| 1021334400000 | 396.22 |
| 1021420800000 | 405.6 |
| 1021507200000 | 400.56 |
| 1021593600000 | 405.61 |
| 1021852800000 | 401.29 |
| 1021939200000 | 392 |
| 1022025600000 | 376.04 |
| 1022112000000 | 372.48 |
| 1022198400000 | 371.14 |
| 1022457600000 | 371.9 |
| 1022544000000 | 373.15 |
| 1022630400000 | 366.42 |
| 1022716800000 | 356.67 |
| 1022803200000 | 361.66 |
| 1023062400000 | 356.07 |
| 1023148800000 | 347.45 |
| 1023235200000 | 347.74 |
| 1023321600000 | 345.24 |
| 1023408000000 | 332.37 |
| 1023667200000 | 335.65 |
| 1023753600000 | 339.04 |
| 1023840000000 | 321.37 |
| 1023926400000 | 319.84 |
| 1024012800000 | 314.3 |
| 1024272000000 | 325.5 |
| 1024358400000 | 327.07 |
| 1024444800000 | 317.64 |
| 1024531200000 | 308.96 |
| 1024617600000 | 311.07 |
| 1024876800000 | 297.02 |
| 1024963200000 | 308.3 |
| 1025049600000 | 296.72 |
| 1025136000000 | 310.54 |
| 1025222400000 | 323.26 |
| 1025481600000 | 320.49 |
| 1025568000000 | 301.73 |
| 1025654400000 | 291.01 |
| 1025740800000 | 301.91 |
| 1025827200000 | 325.1 |
| 1026086400000 | 325.4 |
| 1026172800000 | 316.9 |
| 1026259200000 | 302.71 |
| 1026345600000 | 289.57 |
| 1026432000000 | 296.38 |
| 1026691200000 | 289.77 |
| 1026777600000 | 296.39 |
| 1026864000000 | 314.44 |
| 1026950400000 | 311.63 |
| 1027036800000 | 292.95 |
| 1027296000000 | 281.13 |
| 1027382400000 | 266.46 |
| 1027468800000 | 263.2 |
| 1027555200000 | 255.11 |
| 1027641600000 | 249.03 |
| 1027900800000 | 263.7 |
| 1027987200000 | 268.39 |
| 1028073600000 | 263.46 |
| 1028160000000 | 254.8 |
| 1028246400000 | 243.41 |
| 1028505600000 | 226.47 |
| 1028592000000 | 235.36 |
| 1028678400000 | 234.93 |
| 1028764800000 | 244.2 |
| 1028851200000 | 249.47 |
| 1029110400000 | 246.83 |
| 1029196800000 | 250.63 |
| 1029283200000 | 238.84 |
| 1029369600000 | 247.06 |
| 1029456000000 | 250.57 |
| 1029715200000 | 262.9 |
| 1029801600000 | 263.44 |
| 1029888000000 | 276.24 |
| 1029974400000 | 289.37 |
| 1030060800000 | 275.47 |
| 1030320000000 | 266.83 |
| 1030406400000 | 272.78 |
| 1030492800000 | 258.57 |
| 1030579200000 | 259.45 |
| 1030665600000 | 257.06 |
| 1030924800000 | 249.78 |
| 1031011200000 | 238.25 |
| 1031097600000 | 236.29 |
| 1031184000000 | 231.02 |
| 1031270400000 | 239.29 |
| 1031529600000 | 231.51 |
| 1031616000000 | 232.9 |
| 1031702400000 | 244.39 |
| 1031788800000 | 232.17 |
| 1031875200000 | 220.87 |
| 1032134400000 | 213.11 |
| 1032220800000 | 207.12 |
| 1032307200000 | 199.02 |
| 1032393600000 | 193.18 |
| 1032480000000 | 193.29 |
| 1032739200000 | 181.99 |
| 1032825600000 | 181.65 |
| 1032912000000 | 185.44 |
| 1032998400000 | 191.13 |
| 1033084800000 | 186.36 |
| 1033344000000 | 174.68 |
| 1033430400000 | 176.48 |
| 1033516800000 | 180.51 |
| 1033603200000 | 176.54 |
| 1033689600000 | 168.53 |
| 1033948800000 | 163.59 |
| 1034035200000 | 162.07 |
| 1034121600000 | 167.84 |
| 1034208000000 | 176.32 |
| 1034294400000 | 192.67 |
| 1034553600000 | 190.03 |
| 1034640000000 | 210.16 |
| 1034726400000 | 198.99 |
| 1034812800000 | 221.67 |
| 1034899200000 | 229.88 |
| 1035158400000 | 239.18 |
| 1035244800000 | 232.88 |
| 1035331200000 | 222.43 |
| 1035417600000 | 236.06 |
| 1035504000000 | 239.86 |
| 1035763200000 | 253.84 |
| 1035849600000 | 235.66 |
| 1035936000000 | 254.1 |
| 1036022400000 | 260.18 |
| 1036108800000 | 263.94 |
| 1036368000000 | 286.35 |
| 1036454400000 | 283.52 |
| 1036540800000 | 277.11 |
| 1036627200000 | 263.93 |
| 1036713600000 | 258.61 |
| 1036972800000 | 249.92 |
| 1037059200000 | 262.38 |
| 1037145600000 | 260.14 |
| 1037232000000 | 275.51 |
| 1037318400000 | 276.6 |
| 1037577600000 | 282.8 |
| 1037664000000 | 275.53 |
| 1037750400000 | 278.59 |
| 1037836800000 | 298.54 |
| 1037923200000 | 300.55 |
| 1038182400000 | 300.49 |
| 1038268800000 | 288.94 |
| 1038355200000 | 300.71 |
| 1038441600000 | 304.49 |
| 1038528000000 | 299.58 |
| 1038787200000 | 306.96 |
| 1038873600000 | 290.97 |
| 1038960000000 | 285.81 |
| 1039046400000 | 280.58 |
| 1039132800000 | 280.32 |
| 1039392000000 | 270.51 |
| 1039478400000 | 269.12 |
| 1039564800000 | 266.59 |
| 1039651200000 | 259.62 |
| 1039737600000 | 257.49 |
| 1039996800000 | 267.4 |
| 1040083200000 | 263.61 |
| 1040169600000 | 248.02 |
| 1040256000000 | 244.21 |
| 1040342400000 | 248.12 |
| 1040601600000 | 246.21 |
| 1040947200000 | 238.37 |
| 1041206400000 | 240.48 |
| 1041465600000 | 255.51 |
| 1041552000000 | 260.35 |
| 1041811200000 | 266.84 |
| 1041897600000 | 266.46 |
| 1041984000000 | 257.45 |
| 1042070400000 | 265.5 |
| 1042156800000 | 272.96 |
| 1042416000000 | 273.76 |
| 1042502400000 | 284.61 |
| 1042588800000 | 279.01 |
| 1042675200000 | 275.03 |
| 1042761600000 | 260.43 |
| 1043020800000 | 257.91 |
| 1043107200000 | 258.24 |
| 1043193600000 | 255.79 |
| 1043280000000 | 259.25 |
| 1043366400000 | 256.85 |
| 1043625600000 | 247.92 |
| 1043712000000 | 247.09 |
| 1043798400000 | 248.81 |
| 1043884800000 | 256.09 |
| 1043971200000 | 253.18 |
| 1044230400000 | 252.94 |
| 1044316800000 | 242.56 |
| 1044403200000 | 246.79 |
| 1044489600000 | 244.44 |
| 1044576000000 | 242.83 |
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| 1669593600000 | 1182.31 |
| 1669680000000 | 1164.03 |
| 1669766400000 | 1172.01 |
| 1669852800000 | 1224.71 |
| 1669939200000 | 1219.44 |
| 1670198400000 | 1220.45 |
| 1670284800000 | 1197.5 |
| 1670371200000 | 1187.13 |
| 1670457600000 | 1200.53 |
| 1670544000000 | 1211.45 |
| 1670803200000 | 1202.49 |
| 1670889600000 | 1255.39 |
| 1670976000000 | 1244.79 |
| 1671062400000 | 1189.68 |
| 1671148800000 | 1167.1199 |
| 1671408000000 | 1157.43 |
| 1671494400000 | 1150.67 |
| 1671580800000 | 1168.99 |
| 1671667200000 | 1141.47 |
| 1671753600000 | 1137.38 |
| 1672099200000 | 1139.96 |
| 1672185600000 | 1127.57 |
| 1672272000000 | 1154.66 |
| 1672358400000 | 1136.1199 |
| 1672617600000 | 1152.1199 |
| 1672704000000 | 1156.41 |
| 1672790400000 | 1193.3599 |
| 1672876800000 | 1185.28 |
| 1672963200000 | 1215.66 |
| 1673222400000 | 1266.14 |
| 1673308800000 | 1257.52 |
| 1673395200000 | 1275.15 |
| 1673481600000 | 1284.56 |
| 1673568000000 | 1302.1199 |
| 1673827200000 | 1299.77 |
| 1673913600000 | 1300.99 |
| 1674000000000 | 1321.6199 |
| 1674086400000 | 1280.1099 |
| 1674172800000 | 1288.1199 |
| 1674432000000 | 1316.16 |
| 1674518400000 | 1316.95 |
| 1674604800000 | 1314.58 |
| 1674691200000 | 1329.89 |
| 1674777600000 | 1337.8699 |
| 1675036800000 | 1319.09 |
| 1675123200000 | 1319.06 |
| 1675209600000 | 1336.28 |
| 1675296000000 | 1401.22 |
| 1675382400000 | 1399.46 |
| 1675641600000 | 1358.84 |
| 1675728000000 | 1349.59 |
| 1675814400000 | 1347.25 |
| 1675900800000 | 1367.29 |
| 1675987200000 | 1326.42 |
| 1676246400000 | 1347.8 |
| 1676332800000 | 1346.43 |
| 1676419200000 | 1353.68 |
| 1676505600000 | 1351.27 |
| 1676592000000 | 1328.72 |
| 1676851200000 | 1325.45 |
| 1676937600000 | 1303.78 |
| 1677024000000 | 1293.68 |
| 1677110400000 | 1295.79 |
| 1677196800000 | 1263.44 |
| 1677456000000 | 1289.06 |
| 1677542400000 | 1285.99 |
| 1677628800000 | 1293.17 |
| 1677715200000 | 1282.93 |
| 1677801600000 | 1304.04 |
| 1678060800000 | 1323.07 |
| 1678147200000 | 1290.19 |
| 1678233600000 | 1297.54 |
| 1678320000000 | 1300.14 |
| 1678406400000 | 1296.9 |
| 1678665600000 | 1270.59 |
| 1678752000000 | 1296.96 |
| 1678838400000 | 1240.79 |
| 1678924800000 | 1284.15 |
| 1679011200000 | 1284.51 |
| 1679270400000 | 1299.3599 |
| 1679356800000 | 1311.54 |
| 1679443200000 | 1319.76 |
| 1679529600000 | 1361.1 |
| 1679616000000 | 1315.78 |
| 1679875200000 | 1317.7 |
| 1679961600000 | 1311.13 |
| 1680048000000 | 1347.24 |
| 1680134400000 | 1391.63 |
| 1680220800000 | 1392.68 |
| 1680480000000 | 1381.39 |
| 1680566400000 | 1391.76 |
| 1680652800000 | 1360.77 |
| 1680739200000 | 1365.83 |
| 1681171200000 | 1364.34 |
| 1681257600000 | 1359.67 |
| 1681344000000 | 1378.95 |
| 1681430400000 | 1377.22 |
| 1681689600000 | 1359.56 |
| 1681776000000 | 1377.5 |
| 1681862400000 | 1354.35 |
| 1681948800000 | 1346.59 |
| 1682035200000 | 1357.32 |
| 1682294400000 | 1349.9 |
| 1682380800000 | 1337.46 |
| 1682467200000 | 1339.01 |
| 1682553600000 | 1333.3 |
| 1682640000000 | 1348.97 |
| 1682899200000 | 1341.75 |
| 1682985600000 | 1342.35 |
| 1683072000000 | 1354.15 |
| 1683158400000 | 1337.53 |
| 1683244800000 | 1354.63 |
| 1683504000000 | 1356.85 |
| 1683590400000 | 1331.68 |
| 1683676800000 | 1349.82 |
| 1683763200000 | 1338.65 |
| 1683849600000 | 1339.1199 |
| 1684108800000 | 1343.9 |
| 1684195200000 | 1353.22 |
| 1684281600000 | 1355.68 |
| 1684368000000 | 1376.51 |
| 1684454400000 | 1389.72 |
| 1684713600000 | 1396.1199 |
| 1684800000000 | 1375.95 |
| 1684886400000 | 1339.34 |
| 1684972800000 | 1348.85 |
| 1685059200000 | 1383.14 |
| 1685318400000 | 1375.85 |
| 1685404800000 | 1383.13 |
| 1685491200000 | 1372.06 |
| 1685577600000 | 1398.42 |
| 1685664000000 | 1409.78 |
| 1685923200000 | 1399.05 |
| 1686009600000 | 1396.44 |
| 1686096000000 | 1403.02 |
| 1686182400000 | 1409.93 |
| 1686268800000 | 1409.03 |
| 1686528000000 | 1427.6199 |
| 1686614400000 | 1454.13 |
| 1686700800000 | 1462.27 |
| 1686787200000 | 1464.2 |
| 1686873600000 | 1466.3699 |
| 1687132800000 | 1459.5 |
| 1687219200000 | 1436.74 |
| 1687305600000 | 1422.09 |
| 1687392000000 | 1420.46 |
| 1687478400000 | 1392.25 |
| 1687737600000 | 1396.74 |
| 1687824000000 | 1407.29 |
| 1687910400000 | 1425.14 |
| 1687996800000 | 1425.1199 |
| 1688083200000 | 1446.7 |
| 1688342400000 | 1433.18 |
| 1688428800000 | 1441.57 |
| 1688515200000 | 1417.43 |
| 1688601600000 | 1374.52 |
| 1688688000000 | 1395.84 |
| 1688947200000 | 1407.96 |
| 1689033600000 | 1411.4 |
| 1689120000000 | 1463.15 |
| 1689206400000 | 1499.43 |
| 1689292800000 | 1516.5 |
| 1689552000000 | 1499.65 |
| 1689638400000 | 1496.79 |
| 1689724800000 | 1492.64 |
| 1689811200000 | 1456.69 |
| 1689897600000 | 1444.95 |
| 1690156800000 | 1432.18 |
| 1690243200000 | 1441.73 |
| 1690329600000 | 1428.34 |
| 1690416000000 | 1472.63 |
| 1690502400000 | 1473.41 |
| 1690761600000 | 1472.31 |
| 1690848000000 | 1458.68 |
| 1690934400000 | 1426.63 |
| 1691020800000 | 1402.27 |
| 1691107200000 | 1413.47 |
| 1691366400000 | 1412.67 |
| 1691452800000 | 1388.76 |
| 1691539200000 | 1397.64 |
| 1691625600000 | 1423.59 |
| 1691712000000 | 1390.26 |
| 1691971200000 | 1388.81 |
| 1692057600000 | 1383.56 |
| 1692144000000 | 1376.4 |
| 1692230400000 | 1349.51 |
| 1692316800000 | 1347.51 |
| 1692576000000 | 1350.82 |
| 1692662400000 | 1367.98 |
| 1692748800000 | 1377 |
| 1692835200000 | 1347.1199 |
| 1692921600000 | 1331.97 |
| 1693180800000 | 1359.22 |
| 1693267200000 | 1379.35 |
| 1693353600000 | 1388.45 |
| 1693440000000 | 1381.85 |
| STOXX Europe 600 Optimised Technology | STOXX Europe 600 | |
|---|---|---|
| 2016 | -0.48025398658116 | -1.2362729359915 |
| 2017 | 36.822095600615 | 26.341242119594 |
| 2018 | -13.784275101974 | -15.267919818973 |
| 2019 | 32.108194079172 | 24.956848471526 |
| 2020 | 32.366678509571 | 6.8841277505539 |
| 2021 | 15.672434929201 | 16.229174395127 |
| 2022 | -32.429222510157 | -16.310775807748 |
| 2023 | 17.677898219033 | 10.447651792136 |
Methodology
All STOXX Europe 600 stocks, excluding stocks from Greece and Iceland, are eligible. Equity turnover and the availability of funds to borrow are calculated for each eligible company:
Equity turnover: 3-month ADTV in EUR.
Availability of funds to borrow: based on averaged data over seven trading days, as provided by Data Explorers in EUR. The 30 least liquid and the 30 hardest to borrow stocks are deleted, starting with the smallest, considering the following conditions:
» The combined free-float market cap of the excluded stocks from a particular supersector must not exceed 20%.
The detailed methodology, including calculation formula and full requirements, can be found in our rulebook: www.stoxx.com/indices/rulebooks.html
| Index | ISIN | Symbol | Bloomberg | Reuters |
|---|---|---|---|---|
| Net Return EUR | CH0100461224 | SXO8R | SXO8R INDEX | .SXO8R |
| Price EUR | CH0100461216 | SXO8P | SXO8P INDEX | .SXO8P |
| Net Return USD | CH0100461232 | SXO8V | SXO8V INDEX | .SXO8V |
| Price USD | CH0100461208 | SXO8L | SXO8L INDEX | .SXO8L |
Quick Facts
| Weighting | Free-float market cap, subject to liquidity factor (ADTV) and cap factor |
| Cap Factor | Cap factor of 10%, 15%, 18% or equal-weight depending on the number of components in the relevant index |
| No. of components | Variable |
| Review frequency | Quarterly (Mar., Jun., Sep., Dec.) |
| Calculation/distribution | Price and net return (EUR): realtime (every 15 seconds) Price and net return (USD): end-of-day |
| Calculation hours | Realtime: 9:00 am - 6:00 pm CET End-of-day: 6:00 pm CET |
| Base value/base date | 1,000 as of Dec. 31, 2000 |
| History | Available daily back to Dec. 31, 2000 |
| Inception date | Jul. 14, 2009 |
Top 10 Components4
| Company | Supersector | Country | Weight |
|---|---|---|---|
| SAP | Technology | Germany | 14.844% |
| ASML HLDG | Technology | Netherlands | 14.831% |
| Prosus | Technology | Netherlands | 10.273% |
| INFINEON TECHNOLOGIES | Technology | Germany | 9.764% |
| CAP GEMINI | Technology | France | 6.862% |
| STMICROELECTRONICS | Technology | Italy | 6.456% |
| DASSAULT SYSTEMS | Technology | France | 5.067% |
| AMADEUS IT GROUP | Technology | Spain | 4.651% |
| ASM INTERNATIONAL | Technology | Netherlands | 4.195% |
| HEXAGON B | Technology | Sweden | 3.908% |
3Net dividend yield is calculated as net return index return minus price index return
4Based on the composition as of September 29, 2023
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
- 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.