Wavelets beside the Daubechies- and Meyer-wavelet? 
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*my first time asking a question on this forum.


I'm self studying the theory of wavelets.
I have one unanswered question regarding this; besides the Daubechies wavelets, Battle-Lemarié, and the Meyer wavelet, do we currently know of any other?
If yes, do any of them have a closed-form expression?

Yes a few are listed here here, but there are very many more: 


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*Legall & CDF are used in for example JPEG2000, 

*Spline wavelets have been investigated lots by for example Michael Unser, 

*Shannon wavelets which are boxes in Fourier domain - closely related to sincs in time domain, 

*Morlet wavelets which are parts of exponential family.

