W. N. Rosevaere

Available identifiers

zbMath Open rosevaere.w-nMaRDI QIDQ1501639

List of research outcomes

Publication	Date of Publication	Type
A proof by elementary methods, without complex quantities, that every algebraic function (with real coefficiences) has factors of the form \((x^2-px+q)(p, q \quad \text{real})\), and hence, every algebraic equation with coefficients, real or imaginary, has real or imaginary roots equal in number to the degree of the equation.	1915-01-01	Paper
On \textit{Malet}'s proof that every equation has roots, real or imaginary, equal in number to its degree.	1915-01-01	Paper
On ``circular measure and the product forms of the sine and cosine.	1905-01-01	Paper
On convergence of series.	1905-01-01	Paper
I. Expansions of trigonometrical functions. II. Expansions of functions in general.	1905-01-01	Paper

Research outcomes over time

Doctoral students

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Known relations from the MaRDI Knowledge Graph

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