Starting from Archimedes’ method for calculating the volume of cylindrical wedges, I want to get to describe a method of 18th century for cilindrical groins thought by Girolamo Settimo and Nicolò di Martino. Several mathematicians studied the measurement of wedges, by applying notions of infinitesimal and integral calculus; in particular I examinated Settimo’s Treatise on cylindrical groins, where the author solved several problems by means of integral
In 1661, Borelli and Ecchellensis published a Latin translation of a text which they called the Ltmm...
In designing Archimedes screws, determination of the geometry is among the fundamental questions tha...
In this work we present a sequence of activities using the Cavalieri’s Principle in calculating vol...
Starting from Archimedes\u2019 method for calculating the volume of cylindrical wedges, I want to ge...
Archimedes of Syracuse (c. 287-212 BCE) is often referred to as the greatest mathematician of antiqu...
Elsewhere in this issue is a review of The Sand Reckoner by Gillian Bradshaw. That review and this a...
Comments on Archimedes' theorem about sphere and cylinderIn his treatise addressed to Dositheus of P...
AbstractA bicylinder is the intersection of two equal right circular cylinders whose axes intersect ...
Archimedes calculated the centre of gravity of the cone but the proof of this theorem is not extant ...
This paper explores Archimedes’ works in conoids, which are three dimensional versions of conic sect...
Archimedes’ mechanical balancing methods led him to stunning discoveries concerning the volume of a...
The sphere and circumscribing cylinder engraved on Archimedes ’ tombstone com-memorate his landmark ...
The Method is the work in which Archimedes sets out his way of finding the areas and volumes of vari...
This study aimed to demonstrate some mathematical formulas used in geometry to serve as a reference...
International audienceAn exploration of the Stomachion dissection puzzle provides an extension to th...
In 1661, Borelli and Ecchellensis published a Latin translation of a text which they called the Ltmm...
In designing Archimedes screws, determination of the geometry is among the fundamental questions tha...
In this work we present a sequence of activities using the Cavalieri’s Principle in calculating vol...
Starting from Archimedes\u2019 method for calculating the volume of cylindrical wedges, I want to ge...
Archimedes of Syracuse (c. 287-212 BCE) is often referred to as the greatest mathematician of antiqu...
Elsewhere in this issue is a review of The Sand Reckoner by Gillian Bradshaw. That review and this a...
Comments on Archimedes' theorem about sphere and cylinderIn his treatise addressed to Dositheus of P...
AbstractA bicylinder is the intersection of two equal right circular cylinders whose axes intersect ...
Archimedes calculated the centre of gravity of the cone but the proof of this theorem is not extant ...
This paper explores Archimedes’ works in conoids, which are three dimensional versions of conic sect...
Archimedes’ mechanical balancing methods led him to stunning discoveries concerning the volume of a...
The sphere and circumscribing cylinder engraved on Archimedes ’ tombstone com-memorate his landmark ...
The Method is the work in which Archimedes sets out his way of finding the areas and volumes of vari...
This study aimed to demonstrate some mathematical formulas used in geometry to serve as a reference...
International audienceAn exploration of the Stomachion dissection puzzle provides an extension to th...
In 1661, Borelli and Ecchellensis published a Latin translation of a text which they called the Ltmm...
In designing Archimedes screws, determination of the geometry is among the fundamental questions tha...
In this work we present a sequence of activities using the Cavalieri’s Principle in calculating vol...