Three parameters are considered in the typology of Latin syllable structure: 1) phonotaxis of syllable structure, 2) correspondence of syllable structure with morpheme structure, 3) syllable structure processes. With respect to these parameters, Latin may be characterized as follows: 1. Latin allows moderate complexity of the onset, which, during its history, gets further reduced. Similarly, co...

Latin abbreviations and words have been used in the zoological literature since Linnaeus (1758), although some are now rare but were in common usage in the 18th and 19th centuries. The following list of Latin abbreviations and words is prepared to help students of scale insects who are not acquainted with Latin and those who may be just beginning to learn about the study of scale insects with i...

A finite latin square is an n × n matrix whose entries are elements of the set {1, . . . , n} and no element is repeated in any row or column. Given equivalence relations on the set of rows, the set of columns, and the set of symbols, respectively, we can use these relations to identify equivalent rows, columns and symbols, and obtain an amalgamated latin square. There is a set of natural equat...

This talk’s focus is on the computational complexity of completing partial Latin squares. Our first goal in this talk is to show that for many special classes of partial Latin squares, we can construct completions for these objects in polynomial time. From here, we will prove the fairly surprising claim that completing an arbitrary partial Latin square is an NP-complete task; so while it is “ea...

BACKGROUND Differences between geographic regions in patient characteristics and outcomes, particularly for acute coronary syndromes, have been demonstrated in clinical trials. Clinical outcomes after percutaneous coronary interventions with the Zotarolimus-eluting stent in a real-world population were assessed over time. OBJECTIVES The influence of geographic location on clinical outcomes wi...

In the pandiagonal Latin Square problem, a square grid of size N needs to be filled with N types of objects, so that each column, row, and wrapped around diagonal (both up and down) contains an object of each type. This problem dates back to at least Euler. In its specification as a constraint satisfaction problem, one uses the all different constraint. The known redundancy result about all dif...

This Article attempts to describe certain characteristics of Latin American legal culture that have jurisprudential implications and to inquire into certain themes of jurisprudence in the context of these cultural characteristics. A syncretic approach to jurisprudence may allow Latin American countries to formulate ideas about, and potential solutions to, widely recognized fundamental problems ...

In this paper we propose an algorithm for enumerating diagonal Latin squares of small order. It relies on specific properties of diagonal Latin squares to employ symmetry breaking techniques, and on several heuristic optimizations and bit arithmetic techniques to make use of computational power of stateof-the-art CPUs. Using this approach we enumerated diagonal Latin squares of order at most 9,...

A diagonal is said to be complete if every element appears in it exactly once. For n = 2m even, we introduce the concept of a crisscross Latin square which is something in between a diagonal Latin square and a Knut Vik design. A crisscross Latin square is a Latin square such that all the jth right diagonals for even j and all the jth left diagonals for odd j are complete. We show that a necessa...

This paper aims to give an account of the Latin naming of the different types of teeth by reviewing relevant historical and contemporary literature. The paper presents etymologies of Latin or Greek teeth names, their development, variants and synonyms, and sometimes the names of their authors. The Greek names did not have the status of official terms, but the Latin terms for particular types of...