[PL-sem-jr] 06/15/2017

Artem Pelenitsyn artem.pelenitsyn at gmail.com
Mon Jun 12 10:22:17 EDT 2017


Ok, guys, I'm very sorry for additional noise, but can we consider 2 pm
Wednesday? (Some people can't handle 11) Please, write if you ok with this
or not.

-- 
Best regards,
Artem

On Sun, 11 Jun 2017, 19:43 Artem Pelenitsyn, <artem.pelenitsyn at gmail.com>
wrote:

> Dear participants of Pl-sem-jr!
>
> Julia flys for ECOOP Thursday afternoon. Will it be possible to shift our
> meeting from Thursday to Wednesday? Not only for her to be able to
> participate, but also for me to accompany her on the way to airport.
>
> I checked out our poll for a time:
> https://www.when2meet.com/?6176735-4ddqD
> It turns out that the most convinient time on Wednesday is 11-00. Is it OK
> for most of us?
>
> --
> Best regards,
> Artem
>
> On Fri, 9 Jun 2017, 21:06 Artem Pelenitsyn, <artem.pelenitsyn at gmail.com>
> wrote:
>
>> Hi, guys!
>>
>> Thank everyone who voted for the topic. Clear winner is 'Compiling to
>> categories' -- we will discuss it next Thursday. Please, prepare:
>>
>> http://conal.net/papers/compiling-to-categories/compiling-to-categories.pdf
>>
>> -- Artem
>>
>>
>> чт, 8 июн. 2017 г. в 14:34, Artem Pelenitsyn <artem.pelenitsyn at gmail.com
>> >:
>>
>>> Hi, guys!
>>>
>>> I have two options for the next week so far:
>>>
>>>    - V. Vene categorical programming with inductive and coinductive
>>>    types (first several chapters) // PhD thesis
>>>    - C. Elliot Compiling to categories // ICFP'17
>>>
>>> Would it be possible for you to vote for any?
>>> https://www.survle.com/s/593994f4dbf20
>>>
>>> Short summary:
>>> 1) (Vene) Categorical means to express common "(co)inductive" types
>>> (Lists, Trees, Streams...) and algorithms on them (fold/unfold).
>>> 2) (Elliot) Categorical approach to program transformation in Haskell:
>>> write simple functional program and turn it into 1) graph, 2) hardware
>>> description, etc.
>>>
>>> As for the second option (this is my favourite one as it is newer for
>>> me): No deep understanding of Haskell is required, syntax would be
>>> described as we go (we only need the notion and syntax for type classes
>>> really).
>>>
>>> --
>>> Best wishes,
>>> Artem
>>>
>>
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