Transducers are *reducing function transformers*. They take a reducing
function and return another reducing function with some new actions. E.g.
(let [xf ((comp (map inc) (filter even?)))]
(reduce (xf +) 0 [1 2 3]))
Here, `xf` is the transducer. It takes the reducing function `+` as an
argume
Sure, you can contact me at the address used in this reply :)
Timothy Baldridge
On Fri, May 12, 2017 at 11:19 AM, Erlis Vidal wrote:
> Is there a way I can contact Tim Baldridge for questions about the
> subscription?
>
> Thanks!
>
> On Sun, Jan 31, 2016 at 12:40 PM, Mars0i wrote:
>
>> Thanks
Is there a way I can contact Tim Baldridge for questions about the
subscription?
Thanks!
On Sun, Jan 31, 2016 at 12:40 PM, Mars0i wrote:
> Thanks jjttjj, Magomimmo. I do prefer reading to videos, but I'll
> consider getting Baldridge's series anyway. Seems worth it. I don't mind
> paying.
>
Thanks jjttjj, Magomimmo. I do prefer reading to videos, but I'll consider
getting Baldridge's series anyway. Seems worth it. I don't mind paying.
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I personally confirm you opinion
mimmo
> On 30 Jan 2016, at 15:44, jjttjj wrote:
>
> Personally I found Tim Baldridge's video series on transducers to be
> extremely eye opening. They can be found (among some other good videos) here:
> https://tbaldridge.pivotshare.com/
> They cost a couple bu
Personally I found Tim Baldridge's video series on transducers to be extremely
eye opening. They can be found (among some other good videos) here:
https://tbaldridge.pivotshare.com/
They cost a couple bucks but I would definitely recommend checking them out.
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Years ago, I learned Common Lisp and Scheme. I read a number of books that
explained recursion. I understood what I read ... but I never really got
it. It wasn't a part of me. Then I worked through *The Little Lisper*
(renamed *The Little Schemer*), and it became second nature. Studied ML,
