Interface RCFNumCreation<Name>

Creation interface for RCF numerals

interface RCFNumCreation<Name extends string> {
    e(): RCFNum<Name>;
    infinitesimal(): RCFNum<Name>;
    pi(): RCFNum<Name>;
    roots(coefficients: RCFNum<Name>[]): RCFNum<Name>[];
    (value: string): RCFNum<Name>;
    (value: number): RCFNum<Name>;
}

Type Parameters

Name extends string

RCFNumCreation(value: string): RCFNum<Name>
Create an RCF numeral from a rational string.
Parameters
- value: string
  String representation of a rational number (e.g., "3/2", "0.5", "42")
Returns RCFNum<Name>
- Defined in src/high-level/types.ts:2253
RCFNumCreation(value: number): RCFNum<Name>
Create an RCF numeral from a small integer.
Parameters
- value: number
  Integer value
Returns RCFNum<Name>
- Defined in src/high-level/types.ts:2259

Index

Methods

e infinitesimal pi roots

Methods

e

e(): RCFNum<Name>
Create an RCF numeral representing e (Euler's constant).

Returns RCFNum<Name>
- Defined in src/high-level/types.ts:2269

infinitesimal

infinitesimal(): RCFNum<Name>
Create an RCF numeral representing an infinitesimal.

Returns RCFNum<Name>
- Defined in src/high-level/types.ts:2274

pi

pi(): RCFNum<Name>
Create an RCF numeral representing pi.

Returns RCFNum<Name>
- Defined in src/high-level/types.ts:2264

roots

roots(coefficients: RCFNum<Name>[]): RCFNum<Name>[]
Find roots of a polynomial.

The polynomial is a[n-1]*x^(n-1) + ... + a[1]*x + a[0].
Parameters
- coefficients: RCFNum<Name>[]
  Polynomial coefficients (constant term first)
Returns RCFNum<Name>[]
Array of RCF numerals representing the roots
- Defined in src/high-level/types.ts:2284