“Whoever … proves his point and demonstrates the prime truth geometrically should be believed by all the world, for there we are captured.”

— Albrecht Dürer

Vier Bücher von menschlicher Proportion (1528).

Adopted from Wikiquote. Last update June 3, 2021. History

Help us to complete the source, original and additional information

Do you have more details about the quote "Whoever … proves his point and demonstrates the prime truth geometrically should be believed by all the world, for ther…" by Albrecht Dürer?

Albrecht Dürer 6

German painter, printmaker, mathematician, and theorist 1471–1528

Related quotes

“If you've got the truth you can demonstrate it. Talking doesn't prove it.”

Robert A. Heinlein book Stranger in a Strange Land

Source: Stranger in a Strange Land

“If we believe that the task of physics is the discovery of a timeless mathematical equation that captures every aspect of the universe, then we believe that the truth about the universe lies outside the universe.”

Lee Smolin (1955) American cosmologist

Time Reborn: From the Crisis in Physics to the Future of the Universe (2013)

“But whoever has the material possessions of this world and sees his brother in need and yet refuses to show him compassion, in what way does the love of God remain in him? Little children, we should love, not in word or with the tongue, but in deed and truth.”

John the Evangelist (10–98) author of the Gospel of John; traditionally identified with John the Apostle of Jesus, John of Patmos (author o…

1 John 3:17,18 http://wol.jw.org/en/wol/b/r1/lp-e/nwt/E/2013/62/3#dcv_3_17, New World Translation of the Holy Scriptures
First Letter of John

“We can… treat only the geometrical aspects of mathematics and shall be satisfied in having shown that there is no problem of the truth of geometrical axioms and that no special geometrical visualization exists in mathematics.”

Hans Reichenbach (1891–1953) American philosopher

The Philosophy of Space and Time (1928, tr. 1957)

“String theory at its finest is, or should be, a new branch of geometry. …I, myself, believe rather strongly that the proper setting for string theory will prove to be a suitable elaboration of the geometrical ideas upon which Einstein based general relativity.”

Edward Witten (1951) American theoretical physicist

"Edward Witten" interview, Superstrings: A Theory of Everything? (1992) ed. P.C.W. Davies, Julian Brown

“He rules the world with truth and grace,
And makes the nations prove
The glories of His righteousness,
And wonders of His love”

Isaac Watts (1674–1748) English hymnwriter, theologian and logician

Stanza 4.
1710s, Psalm 98 "Joy to the World!" (1719)
Context: He rules the world with truth and grace,
And makes the nations prove
The glories of His righteousness,
And wonders of His love,
And wonders of His love,
And wonders, wonders, of His love.

“Changing a rod into a serpent and the serpent back into a rod may be clever magic, but how does such a demonstration prove that Moses spoke to God? If the only thing necessary to prove the truth of an extraordinary claim were to demonstrate an ability to bewilder, there would be no more mysteries to solve.
If a person claims that he can bring the dead back to life, and in proof of that power pulls a rabbit out of a hat, that is hardly a demonstration of the truth of his claim; it is merely an example of his ability in the art of deception. If he claims that he can fly without wings and without the use of mechanical help of any kind, and in proof of his ability pulls another rabbit out of another hat, that is not proof of his ability to fly, but of his ability to lie, and he will without much hesitation be condemned as a faker. The demonstration of one thing has absolutely no bearing in proving the truth of the other, when there is no relationship between them.”

Joseph Lewis (1889–1968) American activist

The Ten Commandments

“The geometric point is an invisible thing. Therefore, it must be defined as an incorporeal thing. Considered in terms of substance, it equals zero... Thus we look upon the geometric point as the ultimate and most singular union of silence and speech.”

Wassily Kandinsky (1866–1944) Russian painter

The geometric point has, therefore, been given its material form, in the first instance, in writing. It belongs to language and signifies silence.
1920 - 1930, Point and line to plane, 1926

“Whoever believes in a God at all, believes in an infinite mystery; and if the existence of God is such an infinite mystery, we can very well expect and afford to have many of His ways mysterious to us.”

Ichabod Spencer (1798–1854) American minister

Source: Dictionary of Burning Words of Brilliant Writers (1895), P. 421.

“The geometric point is an invisible thing. Therefore, it must be defined as an incorporeal thing. Considered in terms of substance, it equals zero… Thus we look upon the geometric point as the ultimate and most singular union of silence and speech. The geometric point has, therefore, been given its material form, in the first instance, in writing. It belongs to language and signifies silence.”

Wassily Kandinsky (1866–1944) Russian painter

1920 - 1930, Point and line to plane, 1926

“Whoever … proves his point and demonstrates the prime truth geometrically should be believed by all the world, for there we are captured.”

Help us to complete the source, original and additional information

Albrecht Dürer 6

Related quotes

Related topics