Muhammad ibn Musa al-Khwarizmi
A Persian polymath whose work on algebra and Hindu-Arabic numerals was foundational for Western mathematics.
Quotes by Muhammad ibn Musa al-Khwarizmi
I have yet to meet a problem that could not be solved with enough time, enough parchment, and enough strong coffee.
The difference between a good mathematician and a great one is that the great one knows when to stop calculating and simply observe.
To understand the universe, one must first understand the humble digit. Much like understanding a kingdom requires understanding its smallest coin.
Some men build empires with armies; I build understanding with equations. Both, I assure you, require a great deal of strategy.
The most elegant solutions are often the simplest, much like the most profound truths are often spoken in a whisper.
I find that a good problem, like a good meal, is best savored slowly, with careful attention to each ingredient.
They say knowledge is power. I say the ability to apply that knowledge is true power, especially when it comes to balancing the Sultan's accounts.
My work is often misunderstood. Some think I merely count. I assure you, there is far more poetry in numbers than in most verses.
The greatest obstacle to discovery is not ignorance, but the illusion of knowledge. Especially when that illusion is held by a very confident, but incorrect, merchant.
A problem well-stated is a problem half-solved. The other half, of course, requires a great deal of ink and patience.
I have seen men lose fortunes over a misplaced decimal point. It seems the smallest things can have the largest consequences.
The universe does not care for your opinions; it only cares for its own immutable laws. And those laws, my friend, are written in numbers.
Some find solace in prayer; I find it in the elegant symmetry of an algebraic solution. Both, I believe, connect us to something greater.
My greatest invention? Perhaps not the algorithms themselves, but the realization that even the most complex problems can be broken down into manageable steps. Much like a very large loaf of bread.
To those who say 'why bother with such abstract concepts?', I say 'why bother with breathing?'. Some things are simply essential.
The path to enlightenment, much like the path to a correct calculation, is often fraught with distractions and false turns. But the destination is worth the journey.
I have often wondered if the stars themselves are not simply a grand celestial abacus, constantly calculating the fate of the universe.
The true measure of a man is not in how many problems he solves, but in how many new problems he discovers.
My work is not magic, though some would have you believe it. It is merely the careful application of logic, which, to the uninitiated, can appear quite miraculous.
The most dangerous number is not zero, but the one you assume to be correct without verifying.