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cmd/erasure-coding.go
panic(err) } enc = e }) return enc } return e, err } // EncodeData encodes the given data and returns the erasure-coded data. // It returns an error if the erasure coding failed. func (e *Erasure) EncodeData(ctx context.Context, data []byte) ([][]byte, error) { if len(data) == 0 { return make([][]byte, e.dataBlocks+e.parityBlocks), nil } encoded, err := e.encoder().Split(data)
Created: Sun Apr 05 19:28:12 GMT 2026 - Last Modified: Sun Sep 28 20:59:21 GMT 2025 - 8.5K bytes - Click Count (0) -
cmd/xl-storage-format-v1.go
} // ErasureInfo holds erasure coding and bitrot related information. type ErasureInfo struct { // Algorithm is the string representation of erasure-coding-algorithm Algorithm string `json:"algorithm"` // DataBlocks is the number of data blocks for erasure-coding DataBlocks int `json:"data"` // ParityBlocks is the number of parity blocks for erasure-coding ParityBlocks int `json:"parity"`Created: Sun Apr 05 19:28:12 GMT 2026 - Last Modified: Tue Oct 22 15:30:50 GMT 2024 - 8.4K bytes - Click Count (0) -
docs/erasure/storage-class/README.md
MinIO server supports storage class in erasure coding mode. This allows configurable data and parity drives per object. This page is intended as a summary of MinIO Erasure Coding. For a more complete explanation, see <https://docs.min.io/community/minio-object-store/operations/concepts/erasure-coding.html>. ## Overview
Created: Sun Apr 05 19:28:12 GMT 2026 - Last Modified: Tue Aug 12 18:20:36 GMT 2025 - 5.9K bytes - Click Count (0) -
cmd/update-notifier.go
msgLine2Fmt := " Update: %s " // Calculate length *without* color coding: with ANSI terminal // color characters, the result is incorrect. line1Length := len(fmt.Sprintf(msgLine1Fmt, newerThan)) line2Length := len(fmt.Sprintf(msgLine2Fmt, updateString)) // Populate lines with color coding. line1InColor := fmt.Sprintf(msgLine1Fmt, color.YellowBold(newerThan))
Created: Sun Apr 05 19:28:12 GMT 2026 - Last Modified: Sat Mar 09 03:07:08 GMT 2024 - 3.6K bytes - Click Count (0) -
src/main/webapp/js/admin/plugins/form-validator/sweden.js
öpings","eskilstuna","eslövs","essunga","fagersta","falkenberg","falköping","falu","filipstad","finspång","flen","forshaga","färgelanda","gagnef","gislaved","gnesta","gnosjö","gotland","grum","grästorp","gullspång","gällivare","gävle","göteborg","götene","habo","hagfor","hallsberg","hallstahammar","halmstad","hammarö","haninge","haparanda","heby","hedemora","helsingborg","herrljunga","hjo","hofor","huddinge","hudiksvall","hultsfred","hylte","håbo","hällefor","härjedalen","härnösand","härryda","h...
Created: Tue Mar 31 13:07:34 GMT 2026 - Last Modified: Mon Jan 01 05:12:47 GMT 2018 - 6.4K bytes - Click Count (1) -
misc/cgo/gmp/gmp.go
x.doinit() y.doinit() C.mpz_tdiv_qr(&q.i[0], &r.i[0], &x.i[0], &y.i[0]) } // GcdInt sets d to the greatest common divisor of a and b, // which must be positive numbers. // If x and y are not nil, GcdInt sets x and y such that d = a*x + b*y. // If either a or b is not positive, GcdInt sets d = x = y = 0. func GcdInt(d, x, y, a, b *Int) { d.doinit() x.doinit() y.doinit() a.doinit() b.doinit()
Created: Tue Apr 07 11:13:11 GMT 2026 - Last Modified: Mon Apr 11 16:34:30 GMT 2022 - 9.5K bytes - Click Count (0) -
docs/distributed/DESIGN.md
- Erasure coding used by MinIO is [Reed-Solomon](https://github.com/klauspost/reedsolomon) erasure coding scheme, which has a total shard maximum of 256 i.e 128 data and 128 parity. MinIO design goes beyond this limitation by doing some practical architecture choices.
Created: Sun Apr 05 19:28:12 GMT 2026 - Last Modified: Wed Feb 26 09:25:50 GMT 2025 - 8K bytes - Click Count (2) -
src/clean.rc
Created: Tue Apr 07 11:13:11 GMT 2026 - Last Modified: Thu Jun 18 16:13:13 GMT 2015 - 380 bytes - Click Count (0) -
docs/integrations/veeam/README.md
Created: Sun Apr 05 19:28:12 GMT 2026 - Last Modified: Tue Aug 12 18:20:36 GMT 2025 - 5.5K bytes - Click Count (0) -
android/guava-tests/benchmark/com/google/common/math/ApacheBenchmark.java
public class ApacheBenchmark { private enum Impl { GUAVA { @Override public double factorialDouble(int n) { return DoubleMath.factorial(n); } @Override public int gcdInt(int a, int b) { return IntMath.gcd(a, b); } @Override public long gcdLong(long a, long b) { return LongMath.gcd(a, b); } @OverrideCreated: Fri Apr 03 12:43:13 GMT 2026 - Last Modified: Mon Jul 14 14:44:08 GMT 2025 - 6.9K bytes - Click Count (0)