@lp-labs/array-shuffle-copy
v0.1.0
Published
Creates a shuffled copy of an array using an injected random source.
Readme
@lp-labs/array-shuffle-copy
Creates a shuffled copy of an array using an injected random source.
Original, standalone MIT TypeScript implementation with zero runtime or peer dependencies. ESM/CommonJS exports and separate declarations; Node18+ and compatible ES2022 browsers. No service, filesystem, network, clock or browser globals accessed on import. Compiler/formatter dependencies are development-only.
Install
npm install @lp-labs/array-shuffle-copyWorking example
import { shuffled } from '@lp-labs/array-shuffle-copy';
console.log(shuffled([1, 2, 3]));CommonJS: const api = require('@lp-labs/array-shuffle-copy').
Behavior, customization and limits
Uses Fisher–Yates and validates each random draw in [0,1). The source is not mutated.
Use the explicit function arguments and public types below to customize the documented behavior. There are no hidden environment settings or sibling-library requirements. Array inputs must be dense; sparse entries are invalid. Inputs are validated before a successful result is returned. Outputs do not mutate caller-owned inputs. Hostile proxies/getters and concurrent mutation are outside the contract.
Errors and integration
Invalid data never produces an empty success-shaped substitute. TypeError reports incompatible runtime types/nonfinite numbers; RangeError reports unsupported ranges, invalid syntax, inconsistent states and exceeded budgets. Functions that explicitly return null, false or empty arrays describe those legitimate outcomes above. Errors propagate to callers; UI applications should catch at their boundary and visibly notify users. Numerical calculations use JavaScript IEEE754 unless the API explicitly uses bigint; compare approximate numerical results with application-appropriate tolerances.
Complete public API
export declare function shuffled<T>(items: readonly T[], random?: () => number): T[];Performance and portability
Complexity and resource ceilings are specified above. Buffered synchronous algorithms do not create workers or timers; callers can move expensive work to their own worker. Limits are enforced, not silently truncated. No runtime imports from any other library. No compatibility or completeness claims beyond the stated scope.
Support and license
- LinkedIn: https://www.linkedin.com/in/libinprasanth/
- Donate: https://www.paypal.me/LibinPrasanth
- MIT
