honorable mention
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2021 ◽  
pp. 39-47
Author(s):  
Ilan Stavans
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Author(s):  
Juliana Costanzo Dixon

Enid Balint Essay Contest Honorable Mention.


Author(s):  
Alyssa A Vigliotti

This essay was chosen as an “honorable mention” for the 2020 Enid Balint Essay Contest.


2020 ◽  
pp. 87-104
Author(s):  
Mile JOVANOV ◽  
Emil STANKOV

In 2020, there are 14 International Science Olympiads for secondary school students, which aim to gather teams from all the countries around the world, with the brightest young eligible students from each country. These Olympiads are not just a science competition but a means to care for talent in the particular scientific field. International Olympiad in Informatics (IOI) is one of the first five Olympiads that arose, after Mathematics, Physics and Chemistry, and before Biology Olympiad. Being the “summit” of the brightest students, they generously award recognitions to contestants in the form of gold, silver and bronze medals, and additionally – the so called “honorable mention” award. IOI is the only Olympiad that up until 2019 has not introduced the fourth-degree award – “honorable mention”. In this paper we explore the rules of the other four scientific Olympiads in order to compare their methods of awarding contestants to the current one used by IOI, and to use that analysis for proposing a rule change that will introduce “honorable mention” category at IOI. Furthermore, a set of possible approaches are considered, and for each one, the “retroactive” impact of the rule to the results of the last five IOI issues is presented. At the end, as a conclusion, the most appropriate approach is proposed.


Author(s):  
Paul Guyer

In 1762, both Mendelssohn and Kant submitted essays in response to the Berlin Academy’s question on the possibility of using the mathematical method in philosophy, specifically natural theology and morality. Mendelssohn won first prize for his argument that both mathematics and philosophy tie conceptual analyses to reality by experience, while Kant won honorable mention for an early version of his position that the methods of mathematics and philosophy are essentially different. After this, the two philosophers could not avoid taking account of the views of each other.


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