Examples of using Combinatory in English and their translations into Bulgarian
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He wrote An introduction to combinatory analysis in 1920.
Subsidiary allophones can be positional and combinatory.
His early work on Combinatory Topology has exercised a decisive influence on the development of that subject.
Einstein described his scientific method as combinatory play.
Combinatory allophones appear in the process of speech and result from the influence of one phoneme upon another.
The reason is in the phenomenon called combinatory explosion.
At the combinatory part, you will be scored with the sum of dice that take part of the combination. The.
E J Cogan, reviewing the book,gives a nice description of combinatory logic.
In recognition of his distinguished contributions to combinatory topology, Boolean algebras and mathematical logic.
The results table consists of 2 parts- obligatory part and combinatory part.
His major texts include Combinatory Logic(1958)(with Robert Feys), and Foundations of Mathematical Logic(1963).
They are therefore stated without proof in the second volume of MacMahon 's"Combinatory Analysis".
Part of the trick of combinatory play, I think, is that it quiets your ego and your fears by lowering the stakes.
And this has undoubtedly been an important contribution to the enthusiasm of many of those of us working in combinatory logic.
Combinatory logic and lambda calculus were both originally developed to achieve a clearer approach to the foundations of mathematics.
In order to be a visionary with regards to the resolving of a legal issue, one must have legal knowledge,experience and combinatory skills.
Most likely if that happens it would mean that this rather complex combinatory have been translated into the style of the mass design consumer.
Combinatory logic is concerned with certain basic notions of the foundations of mathematics which are usually used in an intuitive and unanalysed way.
The Company aims toprovide you quality service, through its flexibility and combinatory, as you make you feel always“Welcome”.
An equivalent theoretical formulation, combinatory logic, is commonly perceived as more abstract than lambda calculus and preceded it in invention.
Nikola Obreshkov Prize, the highest Bulgarian award in mathematics,bestowed for his monograph Combinatory Spaces and Recursiveness in Them.
MacMahon wrote a two volume treatise Combinatory analysis(volume one in 1915 and the second volume in the following year) which has become a classic.
The reason for this sharp focus of social presence is that both before, and now, this artist has been winning appreciation not only for his abandonment of figurativeness(or the search for its boundaries), butalso for the negation of combinatory compositional attractiveness, understood as a visual‘entertainment' of shapes and colours, which, at the time, characterised the abstraction that never developed in our country.
Curry began working on Combinatory Logic in 1950 when he was awarded a Fulbright Grant that enabled him to work with Robert Feys at Louvain.
He had examined simplified methods of deriving the paradoxes(such as those of Richard and Russell) in systems of logic which are inconsistent, andhad also developed a method of introducing into combinatory logic undefined notions of generality, such as quantification or formal implication, in such a way that a consistency theorem like that of Church and Rosser could still be derived.
The part of combinatory logic which is concerned with questions of a fundamental nature which, like substitution, involve variables, is called the theory of combinators.
He achieved this by giving a totally new definition of combinatory equivalence based on three elementary moves, rather than on the notion of subdivision which had previously been used.
Dyson had three papers published in 1943,Three identities in combinatory analysis and On the order of magnitude of the partial quotients of a continued fraction are consecutive papers in the Journal of the London Mathematical Society while A note on kurtosis appeared in the Journal of the Royal Statistical Society.
After giving a very clear exposition of the fundamentals of combinatory logic, showing its close relationship to the-calculus developed by Church, Curry went on to describe his recent work.
At a time when the study of manifolds was based on a number of different combinatory concepts, he established a simple combinatory system of simplicial complexes with an equivalence relation based on elementary moves….