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Pythagoras, Plato, Aristotle, Euclid, Archimedes, Ptolemy, Boethius, Newton, Leibniz, Descartes and Euler all learned Mathematics in the same way. 


By restoring classical mathematics we are neither running away from nor neglecting mathematics as they are used today.  After all, most of what modernists claim as their own was inherited from classically educated mathematicians, whose education they despise. 

Our aim, like that of all classical mathematicians, is to understand mathematics both philosophically and practically.  The exclusively practical focus of school mathematics courses was developed in the 1800s by the public schools, whose job it was not to train elite students but the masses of common children who had little use for any studies that did not translate into wage-earning.  Today, there is hardly a school available that is not oriented toward the workplace.

Our aims are what they were among all wise men of the past.  We wish, as Socrates said, "to rise out of the sea of change and lay hold of true being".  That is, we wish to ascend, by means of the mathematical arts (and later by Logic), into the study of transcendent and unchanging truths that cannot be studied through the senses. 

To see Deductive and Inductive Mathematics compared, click here.

CLAA | Classical Arithmetic
Coming Soon:
CLAA | Classical Music
CLAA |  Classical Geometry
CLAA | Classical Astronomy


Branches of Classical Mathematics


In the classical liberal arts curriculum, the mathematical arts are divided into four branches:  Arithmetic, Music, Geometry and Astronomy.  The historical meaning of these terms is different from popular use today, so we should carefully establish their meaning.  To do so, we encourage you to read the first lesson of Classical ArithmeticIf you'd like to get a little deeper into the Philosophy of Mathematics we can help you there too.
 

 

QUESTIONS? 


It is very unlikely that anyone who has received a modern education has any familiarity with classical mathematics.  We know you have questions and we guarantee answers that you will find satisfying.  Send your questions to us at: quadrivium@classicalliberalarts.com.

   

 

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