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Experts’ understanding of partial derivatives using the partial derivative machine [PDF]
Physical Review Special Topics. Physics Education Research, 2015 [This paper is part of the Focused Collection on Upper Division Physics Courses.] Partial derivatives are used in a variety of different ways within physics.
David Roundy +6 more
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PLANEJAMENTO DE MISTURAS E VISUALIZAÇÃO DA REGIÃO ÓTIMA COM PLANILHAS NO EXCEL: UM TUTORIAL
Química Nova, 2021 MIXTURE DESIGN AND OPTIMUM REGION VISUALIZATION WITH SPREADSHEETS AT EXCEL: A TUTORIAL. This tutorial shows how to perform the data treatment for mixture design with two and multiple responses. Two data sets from the literature were used to exemplify the
Felipe Ferri Hilário +3 more
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Measurability of Partial Derivatives [PDF]
Proceedings of the American Mathematical Society, 1977 Let f be a real function defined in R n
Marcus, Moshe, Mizel, Victor J.
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Modeling the dynamics of two-factor socio-economic states through mappings close to extension
Вестник университета, 2022 A new way of developing a mathematical model of the dynamics of the factors forming the considered social, political, economic, ecological or other space of life activity of society, depending on local changes in parameters affecting these factors, is ...
V. V. Egorov
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Generalized Approach to Differentiability
Mathematics, 2022 In the traditional approach to differentiability, found in almost all university textbooks, this notion is considered only for interior points of the domain of function or for functions with an open domain.
Nikola Koceić-Bilan, Snježana Braić
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Solutions of (2+1)-D & (3+1)-D Burgers Equations by New Laplace Variational Iteration Technique
Axioms, 2023 The new Laplace variational iterative method is used in this research for solving the (2+1)-D and (3+1)-D Burgers equations. This technique relies on the modified variational iteration method and the Laplace transform.
Gurpreet Singh +4 more
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On the complexity of partial derivatives
CoRR, 2016 The method of partial derivatives is one of the most successful lower bound methods for arithmetic circuits. It uses as a complexity measure the dimension of the span of the partial derivatives of a polynomial. In this paper, we consider this complexity measure as a computational problem: for an input polynomial given as the sum of its nonzero ...
Garcia-Marco, Ignacio +3 more
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Combinatorics of Partial Derivatives [PDF]
The Electronic Journal of Combinatorics, 2006 The natural forms of the Leibniz rule for the $k$th derivative of a product and of Faà di Bruno's formula for the $k$th derivative of a composition involve the differential operator $\partial^k/\partial x_1 \cdots \partial x_k$ rather than $d^k/dx^k$, with no assumptions about whether the variables $x_1,\dots,x_k$ are all distinct, or all identical, or
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The complexity of partial derivatives
Theoretical Computer Science, 1983 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Walter Baur, Volker Strassen
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