AbstractThe mathematicians of ancient Egypt approximated the area of a circle by a square with astonishing accuracy. The way to find this approximation is not handed down. In this paper a conjecture is given which seems to be much more simple than earlier attempts
AbstractIn ancient Egyptian buildings, such as pyramids and pylons with inclined walls, the inclinat...
It was not by accident or by try–and–error methods that ancient Egyptians had built those magnifice...
AbstractThe Fibonacci series and the Golden Section have often been used to explain the proportions ...
AbstractThe mathematicians of ancient Egypt approximated the area of a circle by a square with aston...
AbstractIt has been at various times proposed in regard to Problem 10 of the Moscow Mathematical Pap...
The problem to approximate the arc or the area of a circle is one of the oldest mathematical problem...
The study of the mathematics and geometry of ancient civilizations is a task which seems to be very ...
In the ancient world, geometers were concerned primarily with mensuration (the practice of accurate ...
Proofs that the area of a circle is ?r2 can be found in mathematical literature dating as far back a...
AbstractThe Baudhāyana-Śulva-Sūtra contains a prescription for the approximate quadrature of the cir...
The proportions of the human figure in Egyptian art were determined on the basis of simple and rarel...
AbstractThe author's treatment of many problems and some of his hypotheses are original and elegant....
For nearly a century there is an ongoing debate about, have the ancient Egyptians known any case of ...
In This paper the relationship between the magnitudes of the squares drawn inside the Egyptian trian...
In This paper the relationship between the magnitudes of the squares drawn inside the Egyptian trian...
AbstractIn ancient Egyptian buildings, such as pyramids and pylons with inclined walls, the inclinat...
It was not by accident or by try–and–error methods that ancient Egyptians had built those magnifice...
AbstractThe Fibonacci series and the Golden Section have often been used to explain the proportions ...
AbstractThe mathematicians of ancient Egypt approximated the area of a circle by a square with aston...
AbstractIt has been at various times proposed in regard to Problem 10 of the Moscow Mathematical Pap...
The problem to approximate the arc or the area of a circle is one of the oldest mathematical problem...
The study of the mathematics and geometry of ancient civilizations is a task which seems to be very ...
In the ancient world, geometers were concerned primarily with mensuration (the practice of accurate ...
Proofs that the area of a circle is ?r2 can be found in mathematical literature dating as far back a...
AbstractThe Baudhāyana-Śulva-Sūtra contains a prescription for the approximate quadrature of the cir...
The proportions of the human figure in Egyptian art were determined on the basis of simple and rarel...
AbstractThe author's treatment of many problems and some of his hypotheses are original and elegant....
For nearly a century there is an ongoing debate about, have the ancient Egyptians known any case of ...
In This paper the relationship between the magnitudes of the squares drawn inside the Egyptian trian...
In This paper the relationship between the magnitudes of the squares drawn inside the Egyptian trian...
AbstractIn ancient Egyptian buildings, such as pyramids and pylons with inclined walls, the inclinat...
It was not by accident or by try–and–error methods that ancient Egyptians had built those magnifice...
AbstractThe Fibonacci series and the Golden Section have often been used to explain the proportions ...
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