Draft:Alladi Grinstead constant

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Last edited by Ldm1954 (talk | contribs) 20 seconds ago. (Update)

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In the mathematical discipline of topology, the Alladi Grinstead constant is a mathematical constant.

Value

The decimal representation of the Alladi–Grinstead constant begins:

0.80939402054063913071793188059409131721595399242500030424202871504... (sequence A085291 in the OEIS)..^[1]

Computation

The value can computed by the below formula:^[2]

if c = sum(1/k*log(k/(k-1)),k=2..infinity) then exp(c-1) = Alladi-Grinstead constant.

History

The concept was introduced by mathematicians Charles Miller Grinstead and Krishnaswami Alladi in a 1977 paper.^[3]

Applications

The Alladi Grinstead constant has many important applications in homotopy theory.

References

External links

[1] [1]

[2] [2]

[3] [3]

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