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The main aim of this article is to study strongly almost  λ -convergence and statistically almost  λ -convergence of complex uncertain sequences in two aspects. At first we introduce these notions via Orlicz function and then we do the same by following usual path of convergence. In general, these types of convergences of sequences can be done in five directions in the environment of uncertainty, namely strongly almost  λ -convergence (respectively, statistically almost  λ -convergence) in almost surely, in mean, in measure, in distribution and in uniformly almost surely. In this research article, we define the said notions and then characterize those in the direction of almost surely.

On strongly almost λ -convergence and statistically almost λ -convergence in the environment of uncertainty