Fix JavaScript lint errors

[stdlib-bot]

JavaScript Linting Failures

Linting failures were detected in the automated JavaScript lint workflow run.

Workflow Details

• Run: https://github.com/stdlib-js/stdlib/actions/runs/19281894116
• Type: JavaScript Linting
• Date: 2025-11-12 00:12:08 UTC

Error Details

make[1]: Entering directory '/home/runner/work/stdlib/stdlib'

Linting file: lib/node_modules/@stdlib/proxy/examples/index.js

Linting file: lib/node_modules/@stdlib/ndarray/base/assert/is-row-major/examples/index.js

/home/runner/work/stdlib/stdlib/lib/node_modules/@stdlib/ndarray/base/assert/is-row-major/examples/index.js
26:1  error  `Strides: 100,10,1` should be wrapped in single quotes  stdlib/doctest
34:1  error  `Strides: 1,10,100` should be wrapped in single quotes  stdlib/doctest

✖ 2 problems (2 errors, 0 warnings)
2 errors and 0 warnings potentially fixable with the `--fix` option.

Linting failed.

Linting file: lib/node_modules/@stdlib/random/array/cosine/examples/index.js
3.953232, 2.608061, 2.824123
0.210043, 0.322769, 3.732333
3.267395, 1.258501, 2.086620
1.839675, -1.545638, 0.018718
-0.133811, -2.268993, 2.180900
3.953232
0.210043
3.267395
1.839675
-0.133811
2.608061
0.322769
1.258501
-1.545638
-2.268993
2.824123
3.732333
2.086620
0.018718
2.180900

Linting file: lib/node_modules/@stdlib/time/seconds-in-year/examples/index.js

Linting file: lib/node_modules/@stdlib/napi/argv-strided-uint8array2d/examples/index.js

Linting file: lib/node_modules/@stdlib/math/array/special/abs/examples/index.js
abs(0.681331) = 0.681331
abs(-0.302501) = 0.302501
abs(-0.345368) = 0.345368
abs(0.387410) = 0.387410
abs(0.338445) = 0.338445
abs(-0.158929) = 0.158929
abs(-0.836044) = 0.836044
abs(0.545631) = 0.545631
abs(0.366572) = 0.366572
abs(-0.530168) = 0.530168

Linting file: lib/node_modules/@stdlib/array/take/examples/index.js

Linting file: lib/node_modules/@stdlib/complex/float32/base/mul-add/examples/index.js
( (-33 + 13i) * (-33 + 3i) ) + (30 + 5i) = 1080 - 523i
( (-15 - 45i) * (-14 + 44i) ) + (22 + 34i) = 2212 + 4i
( (42 - 26i) * (30 - 24i) ) + (-8 + 28i) = 628 - 1760i
( (25 + 23i) * (13 - 24i) ) + (42 - 47i) = 919 - 348i
( (-3 + 6i) * (11 + 32i) ) + (-20 - 36i) = -245 - 66i
( (35 + 19i) * (-37 - 39i) ) + (46 + 12i) = -508 - 2056i
( (-48 + 17i) * (16 - 48i) ) + (31 - 34i) = 79 + 2542i
( (39 + 15i) * (-25 + 41i) ) + (-23 + 48i) = -1613 + 1272i
( (-44 - 25i) * (48 + 25i) ) + (50 - 4i) = -1437 - 2304i
( (-17 + 33i) * (16 + 29i) ) + (49 - 35i) = -1180 + 0i
( (36 - 46i) * (-37 - 38i) ) + (-23 - 16i) = -3103 + 318i
( (21 - 3i) * (-23 - 42i) ) + (-3 + 15i) = -612 - 798i
( (-42 - 35i) * (-10 + 24i) ) + (-3 + 13i) = 1257 - 645i
( (-4 - 31i) * (-32 - 21i) ) + (-25 - 44i) = -548 + 1032i
( (-41 - 47i) * (-34 + 28i) ) + (0 - 6i) = 2710 + 444i
( (15 - 29i) * (-16 + 50i) ) + (-31 - 47i) = 1179 + 1167i
( (-40 - 11i) * (46 - 24i) ) + (9 - 27i) = -2095 + 427i
( (23 + 19i) * (-8 + 13i) ) + (-2 + 46i) = -433 + 193i
( (-35 + 14i) * (-8 - 24i) ) + (14 - 21i) = 630 + 707i
( (49 - 36i) * (29 - 22i) ) + (-11 + 42i) = 618 - 2080i
( (47 + 0i) * (24 - 16i) ) + (-42 + 28i) = 1086 - 724i
( (-49 + 13i) * (45 - 14i) ) + (-3 + 29i) = -2026 + 1300i
( (28 - 49i) * (-30 + 45i) ) + (-6 - 39i) = 1359 + 2691i
( (22 + 2i) * (20 - 25i) ) + (-19 - 39i) = 471 - 549i
( (-1 + 6i) * (-24 + 11i) ) + (14 + 6i) = -28 - 149i
( (-49 + 24i) * (40 - 8i) ) + (18 - 45i) = -1750 + 1307i
( (25 + 38i) * (-48 + 40i) ) + (-12 + 3i) = -2732 - 821i
( (-23 + 18i) * (14 - 35i) ) + (-11 - 45i) = 297 + 1012i
( (19 - 13i) * (-18 - 12i) ) + (25 + 0i) = -473 + 6i
( (13 + 5i) * (-17 + 35i) ) + (-2 - 41i) = -398 + 329i
( (37 - 5i) * (-47 - 6i) ) + (-17 - 12i) = -1786 + 1i
( (-40 + 8i) * (29 - 34i) ) + (-44 + 42i) = -932 + 1634i
( (-2 + 9i) * (19 + 47i) ) + (23 - 33i) = -438 + 44i
( (27 - 16i) * (36 - 38i) ) + (-26 + 31i) = 338 - 1571i
( (-11 + 12i) * (2 + 41i) ) + (20 - 18i) = -494 - 445i
( (-19 + 25i) * (24 - 23i) ) + (-29 + 42i) = 90 + 1079i
( (-21 + 50i) * (48 + 9i) ) + (-9 + 26i) = -1467 + 2237i
( (38 - 1i) * (37 - 20i) ) + (27 - 16i) = 1413 - 813i
( (43 - 8i) * (15 - 49i) ) + (50 + 8i) = 303 - 2219i
( (-38 + 49i) * (47 - 16i) ) + (-4 + 24i) = -1006 + 2935i
( (-35 + 32i) * (29 + 2i) ) + (-17 + 5i) = -1096 + 863i
( (30 + 47i) * (35 - 18i) ) + (45 + 16i) = 1941 + 1121i
( (27 + 4i) * (-7 - 28i) ) + (-30 - 4i) = -107 - 788i
( (-21 + 39i) * (-17 + 30i) ) + (34 + 31i) = -779 - 1262i
( (-24 + 27i) * (38 - 8i) ) + (-19 - 15i) = -715 + 1203i
( (10 + 45i) * (-37 - 32i) ) + (-10 + 37i) = 1060 - 1948i
( (-4 - 46i) * (13 + 5i) ) + (-30 + 3i) = 148 - 615i
( (-42 - 16i) * (-8 + 35i) ) + (30 - 24i) = 926 - 1366i
( (15 + 9i) * (-15 - 45i) ) + (40 + 9i) = 220 - 801i
( (6 - 15i) * (-26 - 37i) ) + (43 - 30i) = -668 + 138i
( (-23 - 4i) * (-31 - 27i) ) + (-5 - 47i) = 600 + 698i
( (-26 - 6i) * (-1 + 16i) ) + (9 + 24i) = 131 - 386i
( (-49 - 15i) * (33 + 20i) ) + (45 - 32i) = -1272 - 1507i
( (21 + 16i) * (-1 + 8i) ) + (-30 - 50i) = -179 + 102i
( (-36 + 41i) * (18 - 10i) ) + (-24 - 20i) = -262 + 1078i
( (15 - 50i) * (36 - 49i) ) + (24 - 49i) = -1886 - 2584i
( (35 + 48i) * (-44 - 24i) ) + (44 + 17i) = -344 - 2935i
( (33 - 6i) * (6 - 24i) ) + (-45 + 36i) = 9 - 792i
( (36 - 39i) * (-41 + 46i) ) + (47 - 5i) = 365 + 3250i
( (-32 + 46i) * (18 + 2i) ) + (19 + 8i) = -649 + 772i
( (48 + 50i) * (-9 + 44i) ) + (-45 - 18i) = -2677 + 1644i
( (-6 + 3i) * (25 + 5i) ) + (-50 + 10i) = -215 + 55i
( (-50 - 27i) * (-16 - 25i) ) + (38 + 27i) = 163 + 1709i
( (-33 - 41i) * (47 + 7i) ) + (2 + 8i) = -1262 - 2150i
( (11 + 44i) * (39 + 35i) ) + (12 + 10i) = -1099 + 2111i
( (6 + 2i) * (25 - 10i) ) + (16 + 29i) = 186 + 19i
( (47 - 33i) * (26 + 11i) ) + (20 - 2i) = 1605 - 343i
( (-20 + 11i) * (10 - 9i) ) + (16 - 20i) = -85 + 270i
( (38 - 6i) * (1 + 43i) ) + (49 + 35i) = 345 + 1663i
( (47 - 30i) * (30 + 10i) ) + (-46 - 20i) = 1664 - 450i
( (6 + 30i) * (38 + 29i) ) + (20 - 18i) = -622 + 1296i
( (43 - 33i) * (-24 + 49i) ) + (3 + 12i) = 588 + 2911i
( (7 + 35i) * (-37 - 3i) ) + (-45 + 45i) = -199 - 1271i
( (36 + 26i) * (-28 - 2i) ) + (-46 - 17i) = -1002 - 817i
( (-37 + 6i) * (-45 + 1i) ) + (-44 + 12i) = 1615 - 295i
( (39 + 39i) * (-35 - 31i) ) + (31 + 25i) = -125 - 2549i
( (10 - 16i) * (43 + 16i) ) + (-45 + 16i) = 641 - 512i
( (-10 - 3i) * (2 + 44i) ) + (16 + 43i) = 128 - 403i
( (-38 - 47i) * (-11 - 23i) ) + (-33 + 26i) = -696 + 1417i
( (-27 - 14i) * (44 - 15i) ) + (49 - 35i) = -1349 - 246i
( (-47 - 2i) * (26 - 3i) ) + (-1 + 16i) = -1229 + 105i
( (41 + 16i) * (-50 - 33i) ) + (-25 + 23i) = -1547 - 2130i
( (-42 + 38i) * (20 + 48i) ) + (-22 + 11i) = -2686 - 1245i
( (9 + 4i) * (-5 + 6i) ) + (36 + 31i) = -33 + 65i
( (48 + 28i) * (-33 + 32i) ) + (-47 + 24i) = -2527 + 636i
( (46 + 14i) * (8 + 44i) ) + (12 + 47i) = -236 + 2183i
( (-46 - 20i) * (-20 - 47i) ) + (-44 + 2i) = -64 + 2564i
( (22 - 44i) * (27 + 28i) ) + (-41 - 16i) = 1785 - 588i
( (12 + 10i) * (-18 - 13i) ) + (10 - 43i) = -76 - 379i
( (20 + 36i) * (30 + 49i) ) + (3 - 15i) = -1161 + 2045i
( (50 + 34i) * (11 - 41i) ) + (24 - 28i) = 1968 - 1704i
( (36 - 35i) * (34 + 23i) ) + (-49 + 25i) = 1980 - 337i
( (10 - 37i) * (-15 - 23i) ) + (-16 - 33i) = -1017 + 292i
( (2 - 36i) * (45 - 9i) ) + (26 + 41i) = -208 - 1597i
( (-40 + 6i) * (28 - 38i) ) + (10 - 27i) = -882 + 1661i
( (17 - 16i) * (-20 - 27i) ) + (-9 + 35i) = -781 - 104i
( (35 - 9i) * (23 - 1i) ) + (-22 - 1i) = 774 - 243i
( (3 - 8i) * (-28 - 26i) ) + (-7 - 12i) = -299 + 134i
( (-10 + 10i) * (44 - 46i) ) + (33 - 45i) = 53 + 855i
( (0 + 20i) * (-2 + 9i) ) + (20 - 45i) = -160 - 85i

Linting file: lib/node_modules/@stdlib/math/base/special/polygamma/examples/index.js
ψ^(33)(x = -13.4283): 2.887678829959907e+49
ψ^(39)(x = 41.2501): 0.0000
ψ^(33)(x = -22.5364): 1.9660065201884697e+48
ψ^(17)(x = -41.6793): 2.7621850433059822e+23
ψ^(29)(x = 46.0565): 0.0000
ψ^(35)(x = 2.7472): 1.6369912943788443e+24
ψ^(29)(x = -46.8512): 5.854998818478089e+55
ψ^(19)(x = 23.1718): 0.0000
ψ^(47)(x = 40.6259): 0.0000
ψ^(47)(x = -39.5680): 8.080110613089146e+76
ψ^(8)(x = -12.4487): 46153512.4225
ψ^(29)(x = -2.5657): 6.4977493795195654e+41
ψ^(26)(x = -9.8347): -5.1840916694665954e+47
ψ^(22)(x = -9.9349): -2.1850863482106816e+48
ψ^(11)(x = -26.3528): 10725102624491.8691
ψ^(0)(x = 34.8429): 3.5364
ψ^(14)(x = -42.5452): -11066828289708860.0000
ψ^(47)(x = 49.1577): 0.0000
ψ^(48)(x = -46.2475): 6.467932338951716e+90
ψ^(18)(x = 4.8808): -547.2290
ψ^(39)(x = 10.5024): 294915.3653
ψ^(42)(x = 19.2211): -0.0001
ψ^(5)(x = -14.3097): 137235.1671
ψ^(47)(x = 3.9968): 3.391280823984392e+30
ψ^(46)(x = -35.1242): 2.0446781813952235e+100
ψ^(47)(x = -2.6015): 3.912114780515387e+78
ψ^(29)(x = -28.3075): 2.0557870661442777e+46
ψ^(5)(x = 10.9449): 0.0002
ψ^(42)(x = 14.3624): -25.8173
ψ^(34)(x = -36.9149): -8.256634452805642e+75
ψ^(16)(x = 23.4236): -0.0000
ψ^(16)(x = 48.5961): -0.0000
ψ^(39)(x = 14.9908): 0.2047
ψ^(32)(x = 5.5537): -70929447248.4334
ψ^(31)(x = -21.8136): 1.829108281977237e+57
ψ^(36)(x = 22.3535): -0.0000
ψ^(18)(x = 26.0142): -0.0000
ψ^(44)(x = 45.0621): -0.0000
ψ^(6)(x = 22.6125): -0.0000
ψ^(38)(x = -0.8557): -3.2020923377219364e+77
ψ^(41)(x = -8.2984): 3.830020561387774e+71
ψ^(20)(x = -36.2683): 2.4334161983427095e+30
ψ^(35)(x = 11.9763): 16.5916
ψ^(17)(x = -15.1894): 3.630981044863713e+27
ψ^(20)(x = 16.3707): -0.0000
ψ^(9)(x = -1.7341): 205369245323.8917
ψ^(47)(x = 19.4845): 0.0035
ψ^(22)(x = -42.1680): 7.385475548066028e+38
ψ^(38)(x = -24.7107): -5.3204575734465285e+65
ψ^(34)(x = -13.3312): 1.852012336250137e+55
ψ^(28)(x = -23.6626): -1.4753166281086274e+43
ψ^(31)(x = 18.6255): 0.0000
ψ^(49)(x = 31.2780): 0.0000
ψ^(23)(x = 49.5591): 0.0000
ψ^(24)(x = -9.8092): -6.000366488170801e+41
ψ^(49)(x = -16.5373): 3.3086810380480776e+79
ψ^(3)(x = 39.2901): 0.0000
ψ^(34)(x = 0.0003): -1.5005171618000892e+163
ψ^(24)(x = 5.6790): -87811.2143
ψ^(7)(x = 9.6611): 0.0001
ψ^(43)(x = -40.3570): 2.9156833819806375e+72
ψ^(21)(x = 30.0599): 0.0000
ψ^(42)(x = -23.2415): 4.845734937307681e+77
ψ^(4)(x = -49.0672): 17483194.9026
ψ^(3)(x = 39.9039): 0.0000
ψ^(14)(x = 11.5503): -0.0000
ψ^(33)(x = 31.3959): 0.0000
ψ^(24)(x = 11.2981): -0.0033
ψ^(35)(x = 5.9177): 1653251460989.3076
ψ^(21)(x = 21.0482): 0.0000
ψ^(47)(x = 25.0475): 0.0000
ψ^(48)(x = -39.6717): -6.2221695676728375e+84
ψ^(8)(x = -39.6722): -922270459.9628
ψ^(42)(x = -12.8845): -2.8866202073168284e+91
ψ^(39)(x = 45.0892): 0.0000
ψ^(29)(x = -19.3375): 1.2559791457705572e+45
ψ^(1)(x = 40.8116): 0.0248
ψ^(43)(x = 37.9448): 0.0000
ψ^(33)(x = -26.5377): 2.164535325018525e+48
ψ^(26)(x = 12.1569): -0.0024
ψ^(0)(x = -39.9652): -24.9165
ψ^(49)(x = -8.4683): 1.8215505476917557e+79
ψ^(33)(x = -27.0761): 9.438430352847654e+74
ψ^(18)(x = 22.2378): -0.0000
ψ^(14)(x = 46.2651): -0.0000
ψ^(18)(x = -12.5871): -1.2724597107398856e+23
ψ^(16)(x = -22.5770): -46896574746336731136.0000
ψ^(8)(x = 10.6871): -0.0000
ψ^(32)(x = 6.3364): -917787719.1911
ψ^(31)(x = -43.4163): 1.244154364919121e+46
ψ^(42)(x = -39.4239): 1.4913369983202664e+67
ψ^(35)(x = -28.2245): 2.3641883053207164e+63
ψ^(3)(x = 10.3437): 0.0021
ψ^(20)(x = -28.3767): 1.9558736594337882e+27
ψ^(4)(x = 36.6839): -0.0000
ψ^(23)(x = 26.8509): 0.0000
ψ^(18)(x = 33.0690): -0.0000
ψ^(4)(x = 47.5638): -0.0000
ψ^(47)(x = -43.9436): 2.2659243020345666e+119
ψ^(36)(x = -13.7985): -2.0710000783332927e+67
make[1]: *** [/home/runner/work/stdlib/stdlib/tools/make/lib/lint/javascript/eslint.mk:261: eslint-files] Error 1
make[1]: Leaving directory '/home/runner/work/stdlib/stdlib'
make: *** [/home/runner/work/stdlib/stdlib/tools/make/lib/lint/javascript/Makefile:158: lint-javascript-files] Error 2

Pull Request Instructions

• Please use the following PR title format:
  "chore: fix JavaScript lint errors (issue #<ISSUE_NUMBER>)".
• Reference this issue in the "Related Issues" section of the PR body as "resolves #<ISSUE_NUMBER>".

[stdlib-bot]

👋 Important: PLEASE READ 👋

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