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 Hydrogen molecule looks like this
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 Hubble constant: 5 sigma separation between 67 and 73 (km/s)/Mpc
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 Ananda Purnima 2019
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 How many books in major libraries?
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 Unity of Intelligence
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 2019 update on the location of the magnetic north pole
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 Michael Atiyah (19292019)
 Kandilli
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 Jagdish Mehra (19312008)
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 Atiyah lecture at 2018 Heidelberg Laureate Forum
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 Luigi Luca CavalliSforza
 Frank Wilczek corrects a misunderstanding
 Fractional Spin
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 Carmel
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 On the concept of scalar field
 Is there a particle that interacts with muons but not electrons?
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 Polyakov classic: Confinement and Liberation
 1933 New Yorker articles on Einstein
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 Story of how Feynman tried to get rid of fields but couldn’t
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 2017 Oppenheimer Lecture by John Preskill on Quantum Computing
 You know, it would be sufficient to really understand the electron
 How long does it take to reach the bottom?
 Primordial qubit network perspective
 On the photonphoton interaction
 The Legacy of the Tevatron by S.D. Holmes and V.D. Shiltsev
 In 4 space dimensions all knots can be unraveled
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Tag Archives: Quaternion
Cayley–Dickson Construction of Complex, Quaternion and Octonion Numbers
Complex number can be thought of as a pair of real numbers. Quaternion can be thought of as a pair of complex numbers Octonion can be thought of as a pair of quaternions When we construct the complex, quaternion and … Continue reading
Posted in mathematics
Tagged Complex number, Octonion, Quaternion, Real number
Biquaternion
In the previous post we have seen that a quaternion is defined as where and , , , are real numbers. Biquaternion The biquaternion is a complexified quaternion where , , , are complex numbers. The basis elements , , … Continue reading
Quaternion
Quaternions are 4dimensional generalizations of complex numbers. It can also be said that the basis elements , , of a quaternion are 3dimensional generalization of the pure imaginary number . William Rowan Hamilton discovered quaternions in 1843. After many years … Continue reading
Posted in mathematics, tutorial
Tagged Complex number, Quaternion, William Rowan Hamilton
Quaternion Group Q8 and Yi Jing (I Ching) Hexagrams
In mathematics the quaternion group is formed by the basis quaternions . The multiplication table is given by compare the table above to the Yi Jing (I Ching) hexagrams below. The table of Yi Jing (I Ching) hexagrams is a … Continue reading
Posted in Intuitional Science
Tagged I Ching, Quaternion