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A binomial semigroup is a semigroup with a finite set \(x_1,\dots,x_n\) of generators subject to \(\frac{n(n-1)}2\) relations of the type \(x_jx_i=x_kx_l\) with \(j>i ...
Jespers, Eric, Okninski, J.
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The Negative $q$-Binomial [PDF]
Interpretations for the $q$-binomial coefficient evaluated at $-q$ are discussed. A $(q,t)$-version is established, including an instance of a cyclic sieving phenomenon involving unitary spaces.
Shishuo Fu +3 more
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Empat Model Aproksimasi Binomial Harga Saham Model black-Scholes
Kami akan menyajikan empat bentuk nilai parameter-parameter u, d, dan p dalam model Binomial harga saham, yang dihasilkan dengan menggunakan penyamaan ekspektasi dan variansi model diskrit dengan kontinu. Metode pertama menggunakan asumsi u . d = 1, yang
Abdul Aziz
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We investigate the structure of ideals generated by binomials (polynomials with at most two terms) and the schemes and varieties associated to them. The class of binomial ideals contains many classical examples from algebraic geometry, and it has numerous applications within and beyond pure mathematics. The ideals defining toric varieties are precisely
Eisenbud, David, Sturmfels, Bernd
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Arteries and Veins or Bowels and Vessels – On Lexical Fixedness in the Eighteenth-Century Medical Texts [PDF]
. The proposed paper aims to conduct a corpus-driven examination of the eighteenth-century English vocabulary used in various types of medical texts such as treatises, recipes, regimens, surgical texts, etc It is argued that formulaicity in medical ...
Magdalena Bator, Marta Sylwanowicz
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Multiplicative-Binomial Distribution: Some Results on Characterization, Inference and Random Data Generation [PDF]
Multiplicative-binomial distribution is one of the distributions that allows for over-dispersion and under-dispersion relative to the standard binomial distribution.
Elsayed A.H. Elamir
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We study quotients of the Weyl algebra by left ideals whose generators consist of an arbitrary Z^d-graded binomial ideal I along with Euler operators defined by the grading and a parameter in C^d. We determine the parameters for which these D-modules (i) are holonomic (equivalently, regular holonomic, when I is standard-graded); (ii) decompose as ...
Dickenstein, Alicia +2 more
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Sums involving the binomial coefficients, Bernoulli numbers of the second kind and harmonic numbers [PDF]
We offer a number of various finite and infinite sum identities involving the binomial coefficients, Bernoulli numbers of the second kind and harmonic numbers. For example, among many others, we prove Σⁿₖ₌ₒ((-1)ᵏhₖ/4ᵏ)$binom{2k}{k}$Gₙ₋ₖ = ((-1)ⁿ⁻¹/2^²ⁿ⁻¹)
Necdet Batır, Anthony Sofo
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Enumeration Counting Formula Derivation of Binomial Tree Heap Based on Generating Function [PDF]
This paper proves that the enumeration counting recursion formula of max-heap is appliable to binomial tree heap(binomial tree that obeys the heap property) based on intensive study of the property of binomial heap.The enumeration number of binomial tree
LI Chao,SUN Qiang,ZHANG Zhujun
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Multivariate classification is used in neuroimaging studies to infer brain activation or in medical applications to infer diagnosis. Their results are often assessed through either a binomial or a permutation test.
Quentin Noirhomme +8 more
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