Shadows without Objects A very quick introduction to the philosophy of quantum groups. J.P....
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Algebra of Functions on a Space Take the example of a finite set X:={a,b,c} and consider the set F(X) of complex valued functions on X. I will call F(X) an algebra. Amongst other operations, its elements can be added and multiplied by a scalar. In fact F(X) is a vector space with basis: Notice that F(X) --- through dim F(X) = tells us everything there is to know about X!
![Random Walks on Finite Quantum Groups - J.P. McCarthy ... · groups, see [vW90b, vW90a, Bia90, Bia91b, Bia91a, Bia92a, Bia92c, Bia92b, Bia94]. Subsequently, this work has been generalized](https://static.fdocuments.in/doc/165x107/5f12ddd4e0a4dd0a895b7541/random-walks-on-finite-quantum-groups-jp-mccarthy-groups-see-vw90b-vw90a.jpg)
