Pacioli, algebra and double entry
نویسندگان
چکیده
De Computis published this paper in June 2021. It explains how and why Pacioli probably used his mathematical skills when investigating the Venetian Method of bookkeeping, it also indicates interpretation Pacioli’s treatise gives a more logical introduction accounting to student.
منابع مشابه
On the curious historical coincidence of algebra and double-entry bookkeeping
The emergence of symbolic algebra is probably the most important methodological innovation in mathematics since the Euclidean axiomatic method in geometry. Symbolic algebra accomplished much more than the introduction of symbols in mathematics. It allowed for the abstraction and generalization of the concepts of number, quantity and magnitude. It led to the acceptance of negative numbers and im...
متن کاملHopf Algebra Extension of a Zamolochikov Algebra and Its Double
The particles with a scattering matrix R(x) are defined as operators Φi(z) satisfying the relation R j′,i′ i,j (x1/x2)Φi′(x1)Φj′ (x2) = Φi(x2)Φj(x1). The algebra generated by those operators is called a Zamolochikov algebra. We construct a new Hopf algebra by adding half of the FRTS construction of a quantum affine algebra with this R(x). Then we double it to obtain a new Hopf algebra such that...
متن کاملPACIOLI 11 New roads for farm accounting and FADN
In Ireland there is great demand from policy makers and researchers for data on total farm household incomes. Availability of such data is not always as detailed as required. In this document, current farm household statistical data sources as they occur in Ireland are reviewed. Variation in definition, in particular how the farm household is defined may reveal differences in results. The metho...
متن کاملFrom Double Hecke Algebra to Fourier Transform
The paper is mainly based on the series of lectures on the onedimensional double Hecke algebra delivered by the first author at Harvard University in 2001. It also contains the material of other talks (MIT, University Paris 6) and new results. The most interesting is the classification of finite-dimensional representations. Concerning the proofs, we followed the principle the more proof the bet...
متن کاملThe Quantum Double as a Hopf Algebra
In the last lecture we have learned that the category of modules over a braided Hopf algebra H is a braided monoidal category. A braided Hopf algebra is a rather sophisticated algebraic object, it is not easy to give interesting nontrivial examples. In this text we develop a theory that will lead to a concrete recipe which produces a nontrivial braided Hopf algebra D(A) (called Drinfeld’s quant...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: De Computis
سال: 2022
ISSN: ['1886-1881']
DOI: https://doi.org/10.26784/issn.1886-1881.19.2.7728