Digital Signature using symmetric key cryptography Generally digital signature is a public key cryptography concept.But it needs high overhead.
So is there any publication or link available where 'digital signature using symmetric key' has been explained?
Can one generate an algorithm combining the public key and private key of RSA algorithm to make it a symmetric key?
You may be interested in reading up on the The TESLA Broadcast Authentication Protocol which uses the one-way key chain concept to achieve authentication.

The basic idea of the key chain is to hash a secret key value repeatedly and use the hashes or "keys" in the reverse order for authentication. A simple example would be for Alice to compute 

         H(H(H(H(secret key)))) 


and send this value securely to the Bob. Next, Alice disclose the value of 

         H(H(H(secret key))). 


Since the hash function, H(.) is assumed to be one-way then any party with knowledge of the pre-image is assumed to be Alice.

The sender uses the most recent value from the one-way chain as a cryptographic key to compute a MAC. Each receiver can verify that the disclosed key is correct (using self-authentication and previously released keys). The authors state that any key of the key chain can serve as a key chain commitment and is similar to a public key of a digital signature