Alfred Tarski
https://plato.stanford.edu/entries/tarski/
-- Mario Gómez-Torrente (MX)

Epistemology in Latin America
https://plato.stanford.edu/entries/epistemology-latin-america/
-- Diego Machuca (AR)

Analytic Philosophy in Latin America
https://plato.stanford.edu/entries/latin-american-analytic/
-- Diana Ines Perez

Liberalism in Latin America
https://plato.stanford.edu/entries/liberalism-latin-america/
-- Fabiola Rivera (MX)

Skepticism in Latin America
https://plato.stanford.edu/entries/skepticism-latin-america/
-- Plínio Junqueira Smith (BR) and Otávio Bueno

Philosophy in Mexico
https://plato.stanford.edu/entries/philosophy-mexico/
-- Guillermo Hurtado (MX)

On Thu, Aug 29, 2019, 08:40 Walter Carnielli <[email protected]>
wrote:

>
> Marcelo Coniglio e eu certamente não somos os mais  citados, mas creio que
> somos os únicos autores de verbetes da América do Sul (ou talvez da América
> Latina, mesmo ai incluindo o Quebec).
>
> A "análise demográfica " confirma o que eu conjecturei, que a SEP  é  um
> domínio anglo-centrado.
>
> Walter
>
> Em qui, 29 de ago de 2019 12:10, <[email protected]> escreveu:
>
>> [email protected]
>> <https://groups.google.com/a/dimap.ufrn.br/forum/?utm_source=digest&utm_medium=email#!forum/logica-l/topics>
>>  Grupos
>> do Google
>> <https://groups.google.com/a/dimap.ufrn.br/forum/?utm_source=digest&utm_medium=email/#!overview>
>> <https://groups.google.com/a/dimap.ufrn.br/forum/?utm_source=digest&utm_medium=email/#!overview>
>> Resumo por e-mail dos temas
>> Ver todos os temas
>> <https://groups.google.com/a/dimap.ufrn.br/forum/?utm_source=digest&utm_medium=email#!forum/logica-l/topics>
>>
>>    - [OFF-Topic] Filósofos mais citados na SEP
>>    <#m_-5393535123679183779_m_6106573869324489203_group_thread_0> - 1
>>    atualização
>>    - Talk on Constraine Interval Arithmetics
>>    <#m_-5393535123679183779_m_6106573869324489203_group_thread_1> - 1
>>    atualização
>>
>> [OFF-Topic] Filósofos mais citados na SEP
>> <http://groups.google.com/a/dimap.ufrn.br/group/logica-l/t/c8214b0cfb082cf2?utm_source=digest&utm_medium=email>
>> Gisele Secco <[email protected]>: Aug 28 08:35AM -0300
>>
>> Bom dia,
>> O mesmo blog oferece agora uma análise “demográfica” da lista:
>>
>>
>> http://schwitzsplinters.blogspot.com/2019/08/some-demographic-features-of-most-cited.html
>>
>> Cordial,
>> G.
>>
>> Em qua, 21 de ago de 2019 às 21:18, Joao Marcos <[email protected]>
>> escreveu:
>>
>>
>> --
>> Gisele Dalva Secco
>> UFSM/Brasil
>> +55 55 3220 8440
>> Voltar ao início
>> <#m_-5393535123679183779_m_6106573869324489203_digest_top>
>> Talk on Constraine Interval Arithmetics
>> <http://groups.google.com/a/dimap.ufrn.br/group/logica-l/t/6b53b81acdb1cd9d?utm_source=digest&utm_medium=email>
>> Regivan Hugo Nunes Santiago <[email protected]>: Aug 28 09:36AM
>> -0300
>>
>> Dear friends,
>>
>> this Friday we have a talk on* Interval Computations* gently given by
>> *Prof. Weldon Lodwick (University of Colorado-Denver)*
>>
>> Everybody is welcome. Please disclose it!
>>
>> Regivan
>>
>> ----------------------------------------------------
>> *Title:* Interval Valued Probability Measures as a Unifying Theory for
>> Optimization Under Generalized Uncertainty.
>>
>> *Speaker:* Weldon A. Lodwick
>>
>> Professor Visitante, UNIFESP, São José dos Campos, São Paulo, Instituto de
>> Ciências e Tecnologia Departamento de Matemática and University of
>> Colorado
>> (Denver), Mathematics Department.
>>
>> *Schedule*: 30/08 16:00
>> *Room:* LabEnsino-Dimap-UFRN.
>>
>> *Abstract*: This talk uses a new formal definition of interval valued
>> probability measure (IVPM) based on a measure theoretic foundation and
>> shows that generalized uncertainty data occurring in optimization models,
>> in particular, possibilistic optimization, can be formulated in the IVPM
>> framework. We will first develop interval-valued probability measure
>> theory
>> and then look at how it is used in optimization. If there is time, we will
>> present interval-valued probability measure integration theory. Since
>> generalized uncertainty is defined by a set of distributions bounded above
>> and below by two distributions, a representation that uses a parameterized
>> combination of upper and lower bounding functions, called constraint
>> interval functions, is used to carry out the possibilistic optimization.
>>
>> * This is joint work with Dr. K. David Jamison and completed by the
>> presenter while a visiting professor at UNIFESP.
>>
>>
>> ******************************************************************************
>> *Prof. Dr. Regivan Hugo Nunes Santiago*
>> Group for Logic, Language, Information, Theory and Applications - LoLITA
>> Department of Informatics and Applied Mathematics - DIMAp
>> Federal University of Rio Grande do Norte - UFRN
>> Avenida Senador Salgado Filho, 3000,
>> Campus Universitario, Lagoa Nova, 59.078-970, Natal, RN, Brasil
>> Caixa Postal: 1679
>> Phone: +55 84 3215-3814 Ext. 211
>> Fax: +55 84 3215-3813
>> https://sites.google.com/site/regivanhnsantiago/
>> e-mail: regivan AT DOMAIN=dimap,ufrn,br.
>>
>> Curriculum Lattes-CNPq
>> <
>> http://buscatextual.cnpq.br/buscatextual/visualizacv.do?id=K4790032Z4&idiomaExibicao=2
>> >
>>
>> ******************************************************************************
>> Voltar ao início
>> <#m_-5393535123679183779_m_6106573869324489203_digest_top>
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>> Para cancelar sua inscrição neste grupo e deixar de receber e-mails do
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>>
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>

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