// checking subtype relations for function types as it relates to contextual signature instantiation class Base { foo: string; } class Derived extends Base { bar: string; } class Derived2 extends Derived { baz: string; } class OtherDerived extends Base { bing: string; } interface A { // T // M's a: new (x: T) => T[]; a2: new (x: T) => string[]; a3: new (x: T) => void; a4: new (x: T, y: U) => string; a5: new (x: (arg: T) => U) => T; a6: new (x: (arg: T) => Derived) => T; a11: new (x: { foo: T }, y: { foo: T; bar: T }) => Base; a15: new (x: { a: T; b: T }) => T[]; a16: new (x: { a: T; b: T }) => T[]; a17: { new (x: T): T[]; new (x: U): U[]; }; a18: { new (x: T): number[]; new (x: U): number[]; }; a19: { new (x: new (a: T) => T): T[]; new (x: new (a: U) => U): U[]; }; a20: { new (x: { new (a: T): T; new (a: U): U; }): any[]; new (x: { new (a: T): T; new (a: U): U; }): any[]; }; } // S's interface I extends A { // N's a: new (x: T) => T[]; // ok, instantiation of N is a subtype of M, T is number a2: new (x: T) => string[]; // ok a3: new (x: T) => T; // ok since Base returns void a4: new (x: T, y: U) => string; // ok, instantiation of N is a subtype of M, T is string, U is number a5: new (x: (arg: T) => U) => T; // ok, U is in a parameter position so inferences can be made a6: new (x: (arg: T) => U) => T; // ok, same as a5 but with object type hierarchy a11: new (x: { foo: T }, y: { foo: U; bar: U }) => Base; // ok a15: new (x: { a: U; b: V; }) => U[]; // ok, T = U, T = V a16: new (x: { a: T; b: T }) => T[]; // ok, more general parameter type a17: new (x: T) => T[]; // ok, more general parameter type a18: new (x: T) => number[]; // ok, more general parameter type a19: new (x: new (a: T) => T) => T[]; // ok a20: new (x: new (a: T) => T) => any[]; // ok }