On the quasi-periodic Schneider continued fractions

In the current research paper, we examine a family of quasi-periodic p-adic Schneider continued fractions in \(\mathbb {Q}_p\) ${\mathbb{Q}}_p$ . We corroborate that a p-adic number, such that its Schneider continued fraction contains arbitrarily long blocks of partial quotients repeated several times, is either quadratic or transcendental.