A Quote by Carl Friedrich Gauss

Mathematicians stand on each other's shoulders. — © Carl Friedrich Gauss
Mathematicians stand on each other's shoulders.
Mathematicians stand on each others' shoulders and computer scientists stand on each others' toes.
Newton said, "If I have seen further than others, it is because I've stood on the shoulders of giants." These days we stand on each other's feet!
You are where you are today because you stand on somebody's shoulders. And wherever you are heading, you cannot get there by yourself. If you stand on the shoulders of others, you have a reciprocal responsibility to live your life so that others may stand on your shoulders. It's the quid pro quo of life. We exist temporarily through what we take, but we live forever through what we give
Friends never cheat on each other, or take advantage, or lie. Friends do not spy on one another, yet they have no secrets. Friends glory in each other's successes and are downcast by the failures. Friends minister to each other, nurse each other. Friends give to each other, worry about each other, stand always ready to help. Perfect friendship is rarely achieved, but at its height it is an ecstasy.
Even if the two parents have decided they can't stand the sight of each other anymore, they can still back each other up, cover for each other, and fill in the blanks for each other when it comes to their cocreated children, so that neither of them has to feel as if they're having to do it all.
I'm sort of standing on T-Bone Walker's shoulders, Les Paul's shoulders, Lightnin' Hopkins' shoulders, Muddy Waters' shoulders, you know? And if I've inspired other people, I'm pleased. That pleases me greatly.
Something I often say is, 'I stand on the shoulders of the people who came before, and I'm ready to lift up people to stand on my shoulders.' And one of the ways we can do that is to hire them.
People need each other to help each other up. But we can't stand near each other because we fear each other. When you get over fear, nothing matters anymore but love.
What civilization is, is 6 billion people trying to make themselves happy by standing on each other's shoulders and kicking each other's teeth in. It's not a pleasant situation.
Mathematicians are always playing tricks on each other. They're always pulling jokes on each other.
… that sour blend of loneliness and lust for recognition, shyness and extravagance, deep insecurity and self-intoxicated egomania, that drives poets and writers out of their rooms to seek each other out, to rub shoulders with one another, bully, joke, condescend, feel each other, lay a hand on a shoulder or an arm round a waist, to chat and argue with little nudges, to spy a little, sniff out what is cooking in other pots, flatter, disagree, collude, be right, take offence, apologise, make amends, avoid each other, and seek each other’s company again.
I was very lucky - I grew up with two parents who loved each other and gave me unconditional love. They set high expectations for me, and they gave me an infinite amount of support. So I stand on their shoulders; I follow their example in every way.
Because we are denied knowledge of our history, we are deprived of standing upon each other's shoulders and building upon each other's hard earned accomplishments. Instead we are condemned to repeat what others have done before us and thus we continually reinvent the wheel. The goal of The Dinner Party is to break this cycle.
Relations between pure and applied mathematicians are based on trust and understanding. Namely, pure mathematicians do not trust applied mathematicians, and applied mathematicians do not understand pure mathematicians.
Give your hearts, but not into each other's keeping. For only the hand of Life can contain your hearts. And stand together yet not too near together: For the pillars of the temple stand apart, And the oak tree and the cypress grow not in each other's shadow.
The intellect searches out the Absolute order of things as they stand in the mind of God, and without the colors of affection. The intellectual and the active powers seem to succeed each other, and the exclusive activity of the one generates the exclusive activity of the other. There is something unfriendly in each to the other, but they are like the alternate periods of feeding and working in animals; each prepares and will be followed by the other.
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