Multivariate public key cryptography is one of the main approaches to guarantee the security of communication in the postquantum world. Due to its high efficiency and modest computational requirements, multivariate cryptography seems especially appropriate for signature schemes on low cost devices. However, multivariate schemes are not much used yet, mainly because of the large size of their public keys. In [PB10] Petzoldt et al. presented an idea how to create a multivariate signature scheme

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... th a partially cyclic public key based on the UOV scheme of Kipnis and Patarin [KP99] . In this paper we use their idea to create a multivariate signature scheme whose public key is mainly given by a linear recurring sequence (LRS). By doing so, we are able to reduce the size of the public key by up to 86 %. Moreover, we get a public key with good statistical properties.