Additional Information
| Author(s) | Sass, Istvan, Huba, Attila |
|---|
Regarding the impossibility of drawing a regular heptagon with the ruler and the compass
Istvan Huba Attila Sass
Abstract
creative_2006_15_167_170_abstractThis paper analyzes why a regular heptagon, for a given circumradius, cannot be drawn with the ruler and the compass. The demonstration is done with the help of complex numbers.
Recently posted
-
Hereditary Perfect Order Subset Groups
-
Non-existence of forbidden subgraph characterization of H-line graphs
-
Existence and Uniqueness of Solutions of a Boundary Value Problem of Fractional Order via S-Iteration
-
Projective Dimension of Some Graphs
-
Intuitionistic Fuzzy Prime Radical and Intuitionistic Fuzzy Primary Ideal Of Γ-Ring
-
On the generalized trapezoid and midpoint type inequalities involving Euler's beta function
-
Hausdorff series in semigroup rings of rectangular bands
-
On the Quinary Fibonacci-Padovan Sequences
-
An iterative method involving a class of quasi-phi-nonexpansive mappings for solving split equality fixed point problems
-
Generalized Functional Discriminating Measure For Finite Probability Distributions