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[automated] GPU Benchmark from PR #993
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| {"reason":"benchmark-complete","id":"LEM Fibonacci Prove - rc = 100/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-200","report_directory":"/var/tmp/runner/_work/e3bf2d235a285-23-12-21/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 100/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-200","iteration_count":[3,3,3,3,3,3,3,3,3,3],"measured_values":[13898085869.0,13867176409.0,13892751061.0,13891032894.0,13895649045.0,13875714499.0,13894957866.0,13883371141.0,13882965571.0,13874182361.0],"unit":"ns","throughput":[{"per_iteration":2100,"unit":"elements"}],"typical":{"estimate":4628529557.2,"lower_bound":4626392828.033334,"upper_bound":4630491493.2,"unit":"ns"},"mean":{"estimate":4628529557.2,"lower_bound":4626392828.033334,"upper_bound":4630491493.2,"unit":"ns"},"median":{"estimate":4629067339.166666,"lower_bound":4625238166.333333,"upper_bound":4631652622.0,"unit":"ns"},"median_abs_dev":{"estimate":4003730.5885205157,"lower_bound":716091.8336870642,"upper_bound":5894937.338844177,"unit":"ns"},"slope":null,"change":null} | ||
| {"reason":"group-complete","group_name":"LEM Fibonacci Prove - rc = 100","benchmarks":["LEM Fibonacci Prove - rc = 100/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-100","LEM Fibonacci Prove - rc = 100/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-200"],"report_directory":"/var/tmp/runner/_work/e3bf2d235a285-23-12-21/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 100"} | ||
| {"reason":"benchmark-complete","id":"LEM Fibonacci Prove - rc = 600/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-100","report_directory":"/var/tmp/runner/_work/e3bf2d235a285-23-12-21/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 600/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-100","iteration_count":[6,6,6,6,6,6,6,6,6,6],"measured_values":[12007517468.0,11989357135.0,11948619835.0,11942166551.0,11939777888.0,11952318797.0,11954999205.0,11964381207.0,11972734421.0,11962167966.0],"unit":"ns","throughput":[{"per_iteration":1200,"unit":"elements"}],"typical":{"estimate":1993900674.55,"lower_bound":1991994189.8333335,"upper_bound":1996149984.733333,"unit":"ns"},"mean":{"estimate":1993900674.55,"lower_bound":1991994189.8333335,"upper_bound":1996149984.733333,"unit":"ns"},"median":{"estimate":1993097264.25,"lower_bound":1991207112.3333333,"upper_bound":1996144861.8333335,"unit":"ns"},"median_abs_dev":{"estimate":2979357.047405721,"lower_bound":788171.149507106,"upper_bound":5784360.708557188,"unit":"ns"},"slope":null,"change":null} | ||
| {"reason":"benchmark-complete","id":"LEM Fibonacci Prove - rc = 600/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-200","report_directory":"/var/tmp/runner/_work/e3bf2d235a285-23-12-21/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 600/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-200","iteration_count":[3,3,3,3,3,3,3,3,3,3],"measured_values":[13510580719.0,13550549959.0,13524803128.0,13509593793.0,13516247335.0,13517212576.0,13512842125.0,13502749547.0,13531050220.0,13518385153.0],"unit":"ns","throughput":[{"per_iteration":2400,"unit":"elements"}],"typical":{"estimate":4506467151.833334,"lower_bound":4504100234.966667,"upper_bound":4509382649.633333,"unit":"ns"},"mean":{"estimate":4506467151.833334,"lower_bound":4504100234.966667,"upper_bound":4509382649.633333,"unit":"ns"},"median":{"estimate":4505576651.833333,"lower_bound":4503526906.333333,"upper_bound":4508267709.333333,"unit":"ns"},"median_abs_dev":{"estimate":3282822.034618023,"lower_bound":528254.8184216022,"upper_bound":6548819.771835208,"unit":"ns"},"slope":null,"change":null} | ||
| {"reason":"group-complete","group_name":"LEM Fibonacci Prove - rc = 600","benchmarks":["LEM Fibonacci Prove - rc = 600/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-100","LEM Fibonacci Prove - rc = 600/fib-ref=5e3ed4632950d1c7185f5c19f608439ef957a0d5/num-200"],"report_directory":"/var/tmp/runner/_work/e3bf2d235a285-23-12-21/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 600"} |