Tag Archives: Gaussian prime

Tessellatable Numbers up to 2100, with corresponding Gaussian and Loeschian Number Pairs

Posted on September 15, 2015 by davescarthin

The following tables, which should appeal to your inner nerd and might even be USEFUL, pick out which integers N in the range 1 to 2100 are of the form a²+b² and/or of the form e²+ef+f². The first category are … Continue reading →

Posted in Mathematics | Tagged Argand Diagram, Eisenstein, Eisenstein Prime, Gaussian, Gaussian prime, Loeschian, Pairs of squares, pythagorean triple, Tessellatable | 6 Comments

Johann Carl Friedrich Gauss – ein Geburtstagsgruß – A Birthday Tessellation for April 30th.

Posted on May 6, 2015 by davescarthin

According to Wikepedia, Chapter m Verse n among the mathematical achievements of Carl Friedrich Gauss was the calculation of his own birthdate, by a process akin to calculating the date of Easter for a given year, which process many of … Continue reading →

Posted in Birthday labyrinths, Trefoil Labyrinths | Tagged 1777, 30 April, Alhambra, April 30, Braunschweig, Carl Friedrich Gauss, Complex analysis, Gauss, Gaussian prime, Irrgarten, labyrinth, Lattice, lattice labyrinth, tessellation | 3 Comments

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Tag Archives: Gaussian prime

Tessellatable Numbers up to 2100, with corresponding Gaussian and Loeschian Number Pairs

Johann Carl Friedrich Gauss – ein Geburtstagsgruß – A Birthday Tessellation for April 30th.

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