Romanian Mathematical Magazine

A PROOF WITHOUT WORDS BY MARTIN CELLI

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03/22/2022

A PROOF WITHOUT WORDS BY MARTIN CELLI

Article by Martin Celli-Universidad Autonoma Metropolitana Iztapalapa-Mexico City A PROOF WITHOUT WORDS BY MARTIN CELLI

03/13/2020

PROOF WITHOUT WORDS: THE THREE COSINES IDENTITY,CALCULATING AN AREA

MathNote by Martin Celli, Iztapalapa-Mexico City-Mexico THE THREE COSINES IDENTITY,CALCULATING AN AREA

06/21/2018

A DISSECTION PROOF OF THE LAW OF COSINES,REPLACING CUOCO-McCONNELL RECTANGLES WITH CONGRUENT TRIANGLES

Article by Martin Celli-Mexico City-Mexico A DISSECTION PROOF OF THE LAW OF COSINES

01/25/2017

CONVEXITY AND HUNG’S INEQUALITY WITH LINEAR CONSTRAINTS

Article by Martin Celli-Ciudad de Mexico-Mexico CONVEXITY AND HUNG’S INEQUALITY WITH LINEAR CONSTRAINTS

Romanian Mathematical Magazine

The Romanian Mathematical Magazine appears in four editions: Spring, Summer, Autumn and Winter. Each issue contains proposed problems for juniors, seniors, undergraduates and math articles.

We are glad to publish in RMM author’s problems and articles from all over the world.

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