What is the definition of Davenports? 🙋 🔍
"Denavit, A. M., & Zograf, J. (1978). The Davenport Model for Structural Analysis. Journal of Computational Engineering and Information Sciences, 2(3), 465-470."
"Denavit, A. M., & Zograf, J. (1978). The Davenport Model for Structural Analysis. Journal of Computational Engineering and Information Sciences, 2(3), 465-470."
The term "davenport" is a mathematical concept in algebraic geometry and commutative algebra. It refers to the intersection of two varieties defined by polynomials in several variables, known as the dual variety or the null space of the corresponding matrices. In other words, a polynomial equation in n variables (or more) can be seen as a davenport if it is equal to zero for all monomials of degree less than or equal to k. This condition is equivalent to saying that the
Davenportia is a genus of flowering plants in the family Apiaceae, native to eastern North America. They are known for their large, showy flowers and are often used in horticulture for ornamental purposes.