This is accomplished by merging two binomial trees of the same order one by one.
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The first part of a binomial name is the generic name, the genus of the species.
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This binomial nomenclature was unique among Indo-European languages of that era.
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A simplified version of this valuation technique is the binomial options model.
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The discussion of the combinatorics of meter corresponds to the binomial theorem.
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Compared with binomial heaps, the structure of a Fibonacci heap is more flexible.
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Binomial opinions can be represented on an equilateral triangle as shown below.
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Pascal's triangle determines the coefficients which arise in binomial expansions.
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Carl Linnaeus laid the foundations for the modern scheme of binomial nomenclature.
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More examples
Of or relating to or consisting of two terms; "binomial expression"
(mathematics) a quantity expressed as a sum or difference of two terms; a polynomial with two terms
Having or characterized by two names, especially those of genus and species in taxonomies; "binomial nomenclature of bacteria"
Two names (genus first, species second)
Scientific name of plants or animals which has two parts: a genus and a species name.
Two Latin names combined, in compliance with the system of taxonomy. Genus and species, for example.
Is, according to the Miriam Webster 0n-line dictionary, from "New Latin binomium, from Medieval Latin, neuter of binomius having two names, alteration of Latin binominis, from bi- + nomin-, nomen name ". ...
(or binominal ), a name consisting of two words (i.e. genus + species epithet).
A polynomial algebraic expression or equation with just two terms, e.g. 2x^3 - 3y = 7; x^2 + 4x; etc