Few-cycle pulsed laser technology highlights the need for control and stabilization of the carrier-envelope phase (CEP) for applications requiring shot-to-shot timing and phase consistency. This general requirement has been achieved successfully in a number of free-space and fiber lasers via feedback and feed-forward methods. Expanding upon existing results, we demonstrate CEP stabilization through the feed-forward method applied to a SESAM mode-locked Er:Yb:glass laser at 1.55 µm with a measured ultralow timing jitter of 2.9 as (1 Hz -3 MHz) and longterm stabilization over a duration of eight hours. Singledigit attosecond stabilization at telecom wavelengths opens a new direction in applications requiring ultrastable frequency and time precision such as highresolution spectroscopy and fiber timing networks.With the rise of few-cycle pulses in the femtosecond and attosecond regimes, stabilizing and controlling the carrier-envelope phase (CEP) has become increasingly important. Optical frequency metrology, for instance, requires optical frequency combs with well-known pulse characteristics [1,2]. In high harmonic generation and attosecond pulse generation, the intensity of the electric field is strongly coupled to the strength and shape of the generated light [3,4]. Optical frequency standards and clocks demonstrate the same challenges as optical frequency metrology to an even higher degree and greater control of the CEP will undoubtedly become important.The shot-to-shot slippage of the CEP in mode-locked lasers largely arises from intracavity environmental conditions and optical power fluctuations. For a single shot, these conditions lead to a difference in the phase velocity and group velocity. This difference results in a phase shift (∆ ) of the carrier electric wave under the pulse envelope, often on the order of thousands of radians, which has been termed the group-phase offset. The relative shift of the envelope with respect to the peak of the electric field, constrained from zero to 2π, is the CEP. In free-running modelocked lasers, the intracavity conditions are unstable and will cause the CEP to vary. The CEP results in a frequency shift of the modelocked comb structure by the carrier-envelope offset (CEO) frequency [5], , given by = ∆(1)