import { Ternary } from '../../util/logic';
import { AbstractDomain } from './abstract-domain';
import { Top } from './lattice';
import type { SatisfiableDomain } from './satisfiable-domain';
/** The Bottom element of the bounded set domain as empty set */
export declare const BoundedSetBottom: ReadonlySet<never>;
/** The type of the actual values of the bounded set domain as set */
type BoundedSetValue<T> = ReadonlySet<T>;
/** The type of the Top element of the bounded set domain as {@link Top} symbol */
type BoundedSetTop = typeof Top;
/** The type of the Bottom element of the bounded set domain as empty set */
type BoundedSetBottom = typeof BoundedSetBottom;
/** The type of the abstract values of the bounded set domain that are Top, Bottom, or actual values */
type BoundedSetLift<T> = BoundedSetValue<T> | BoundedSetTop | BoundedSetBottom;
/**
 * The bounded set abstract domain as sets of possible values bounded by a `limit` indicating the maximum number of inferred values.
 * The Bottom element is defined as the empty set and the Top element is defined as {@link Top} symbol.
 * @template T     - Type of the values in the abstract domain
 * @template Value - Type of the constraint in the abstract domain (Top, Bottom, or an actual value)
 */
export declare class BoundedSetDomain<T, Value extends BoundedSetLift<T> = BoundedSetLift<T>> extends AbstractDomain<T, BoundedSetValue<T>, BoundedSetTop, BoundedSetBottom, Value> implements SatisfiableDomain<T> {
    readonly limit: number;
    private readonly setType;
    /**
     * @param limit   - A limit for the maximum number of elements to store in the set
     * @param setType - An optional set constructor for the domain elements if the type `T` is not storable in a HashSet
     */
    constructor(value: Value | T[], limit?: number, setType?: typeof Set<T>);
    create(value: BoundedSetLift<T> | T[]): this;
    static top<T>(limit?: number, setType?: typeof Set<T>): BoundedSetDomain<T, BoundedSetTop>;
    static bottom<T>(limit?: number, setType?: typeof Set<T>): BoundedSetDomain<T, BoundedSetBottom>;
    static abstract<T>(concrete: ReadonlySet<T> | typeof Top, limit?: number, setType?: typeof Set<T>): BoundedSetDomain<T>;
    top(): this & BoundedSetDomain<T, BoundedSetTop>;
    bottom(): this & BoundedSetDomain<T, BoundedSetBottom>;
    equals(other: this): boolean;
    leq(other: this): boolean;
    join(other: BoundedSetLift<T> | T[]): this;
    join(other: this): this;
    meet(other: BoundedSetLift<T> | T[]): this;
    meet(other: this): this;
    /**
     * Subtracts another abstract value from the current abstract value by removing all elements of the other abstract value from the current abstract value.
     */
    subtract(other: this | BoundedSetLift<T> | T[]): this;
    widen(other: this): this;
    narrow(other: this): this;
    concretize(limit: number): ReadonlySet<T> | typeof Top;
    abstract(concrete: ReadonlySet<T> | typeof Top): this;
    satisfies(value: T): Ternary;
    toJson(): unknown;
    toString(): string;
    isTop(): this is BoundedSetDomain<T, BoundedSetTop>;
    isBottom(): this is BoundedSetDomain<T, BoundedSetBottom>;
    isValue(): this is BoundedSetDomain<T, BoundedSetValue<T>>;
}
export {};