How do I assign the right type signature to this curried function in typescript?
I am new to typescript & generics and working with a Maybe monad. I have created this small utility function using Ramda:
const fromEmpty = R.ifElse(hasLength, Just, Maybe.zero);
The closest signature I can infer from this is:
type EmptyFunc<T> = (val: T) => Maybe<T>;
It's a function takes in an array and returns a function that returns a Maybe of that array.
I tried doing
const fromEmpty(<U extends EmptyFunc<U>) = R.ifElse(hasLength, Just, Maybe.zero);
But that doesn't work. It returns error TS1005: ',' expected.
What is the right way to work with curried functions in typescript?
typescript functional-programming currying ramda.js
add a comment |
I am new to typescript & generics and working with a Maybe monad. I have created this small utility function using Ramda:
const fromEmpty = R.ifElse(hasLength, Just, Maybe.zero);
The closest signature I can infer from this is:
type EmptyFunc<T> = (val: T) => Maybe<T>;
It's a function takes in an array and returns a function that returns a Maybe of that array.
I tried doing
const fromEmpty(<U extends EmptyFunc<U>) = R.ifElse(hasLength, Just, Maybe.zero);
But that doesn't work. It returns error TS1005: ',' expected.
What is the right way to work with curried functions in typescript?
typescript functional-programming currying ramda.js
add a comment |
I am new to typescript & generics and working with a Maybe monad. I have created this small utility function using Ramda:
const fromEmpty = R.ifElse(hasLength, Just, Maybe.zero);
The closest signature I can infer from this is:
type EmptyFunc<T> = (val: T) => Maybe<T>;
It's a function takes in an array and returns a function that returns a Maybe of that array.
I tried doing
const fromEmpty(<U extends EmptyFunc<U>) = R.ifElse(hasLength, Just, Maybe.zero);
But that doesn't work. It returns error TS1005: ',' expected.
What is the right way to work with curried functions in typescript?
typescript functional-programming currying ramda.js
I am new to typescript & generics and working with a Maybe monad. I have created this small utility function using Ramda:
const fromEmpty = R.ifElse(hasLength, Just, Maybe.zero);
The closest signature I can infer from this is:
type EmptyFunc<T> = (val: T) => Maybe<T>;
It's a function takes in an array and returns a function that returns a Maybe of that array.
I tried doing
const fromEmpty(<U extends EmptyFunc<U>) = R.ifElse(hasLength, Just, Maybe.zero);
But that doesn't work. It returns error TS1005: ',' expected.
What is the right way to work with curried functions in typescript?
typescript functional-programming currying ramda.js
typescript functional-programming currying ramda.js
asked Nov 11 '18 at 8:46
Amit ErandoleAmit Erandole
4,022164982
4,022164982
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add a comment |
1 Answer
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The declaration
type EmptyFunc<T> = (val: T) => Maybe<T>;
declares a family of different function types EmptyFunc<number>
, EmptyFunc<string>
, etc., each of which works for only the specified type T
. You probably meant
type EmptyFunc = <T>(val: T) => Maybe<T>;
which declares the type EmptyFunc
of a single generic function that works for all types T
. Then to apply this type to fromEmpty
, just write:
const fromEmpty: EmptyFunc = R.ifElse(hasLength, Just, Maybe.zero);
(I'm unable to test this myself since you didn't give the definitions of hasLength
, Just
, and Maybe
.) If that wasn't what you were asking, please clarify the question.
add a comment |
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1 Answer
1
active
oldest
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1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
The declaration
type EmptyFunc<T> = (val: T) => Maybe<T>;
declares a family of different function types EmptyFunc<number>
, EmptyFunc<string>
, etc., each of which works for only the specified type T
. You probably meant
type EmptyFunc = <T>(val: T) => Maybe<T>;
which declares the type EmptyFunc
of a single generic function that works for all types T
. Then to apply this type to fromEmpty
, just write:
const fromEmpty: EmptyFunc = R.ifElse(hasLength, Just, Maybe.zero);
(I'm unable to test this myself since you didn't give the definitions of hasLength
, Just
, and Maybe
.) If that wasn't what you were asking, please clarify the question.
add a comment |
The declaration
type EmptyFunc<T> = (val: T) => Maybe<T>;
declares a family of different function types EmptyFunc<number>
, EmptyFunc<string>
, etc., each of which works for only the specified type T
. You probably meant
type EmptyFunc = <T>(val: T) => Maybe<T>;
which declares the type EmptyFunc
of a single generic function that works for all types T
. Then to apply this type to fromEmpty
, just write:
const fromEmpty: EmptyFunc = R.ifElse(hasLength, Just, Maybe.zero);
(I'm unable to test this myself since you didn't give the definitions of hasLength
, Just
, and Maybe
.) If that wasn't what you were asking, please clarify the question.
add a comment |
The declaration
type EmptyFunc<T> = (val: T) => Maybe<T>;
declares a family of different function types EmptyFunc<number>
, EmptyFunc<string>
, etc., each of which works for only the specified type T
. You probably meant
type EmptyFunc = <T>(val: T) => Maybe<T>;
which declares the type EmptyFunc
of a single generic function that works for all types T
. Then to apply this type to fromEmpty
, just write:
const fromEmpty: EmptyFunc = R.ifElse(hasLength, Just, Maybe.zero);
(I'm unable to test this myself since you didn't give the definitions of hasLength
, Just
, and Maybe
.) If that wasn't what you were asking, please clarify the question.
The declaration
type EmptyFunc<T> = (val: T) => Maybe<T>;
declares a family of different function types EmptyFunc<number>
, EmptyFunc<string>
, etc., each of which works for only the specified type T
. You probably meant
type EmptyFunc = <T>(val: T) => Maybe<T>;
which declares the type EmptyFunc
of a single generic function that works for all types T
. Then to apply this type to fromEmpty
, just write:
const fromEmpty: EmptyFunc = R.ifElse(hasLength, Just, Maybe.zero);
(I'm unable to test this myself since you didn't give the definitions of hasLength
, Just
, and Maybe
.) If that wasn't what you were asking, please clarify the question.
answered Nov 11 '18 at 14:03
Matt McCutchenMatt McCutchen
13.5k819
13.5k819
add a comment |
add a comment |
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