Glaciers are among the most prominent indicators of climate change, since their behavior is directly linked to climatic variables such as temperature, precipitation, and solar radiation. Under the longterm trend of shrinkage due to recent and future climate warming, near-real-time glacier mass balance information and its prediction play a particular role: on scales of days to months, glaciers fulfill important functions concerning water supply, planning for hydroelectricity production, ecology, and mountain tourism. Due to this importance, near-real-time glacier mass balance information is also of interest to the broad media. However, supplying such near-real-time information, for example on glacier mass balance, is not simple. This is mainly for two reasons: first, acquiring up-to-date glacier observations comes with a high cost, because glaciers are often located in remote areas and a considerable amount of time and humanpower is required to access and observe them in situ. Second, there is the uncertainty that affects glacier mass balance models, which are often justified by physics, but still parametrized by statistical relations between mass change and meteorological variables. As a consequence of sparse and uncertain observations, model parameters are often not uniquely identifiable, or their spatial and temporal variability cannot be accounted for. A lack of observations thus associates the calculation of near-real-time glacier mass balance with high uncertainties. This thesis aims at treating the issue of uncertain observations and models by making use of available observations and their respective uncertainties. It does so by presenting Cryospheric Monitoring and Prediction Online (CRAMPON), a Bayesian framework that allows determining near-real-time glacier mass balances in an optimal fashion, i.e. by using all available direct and indirect mass balance information and by minimizing the uncertainties. Bayesian methods are widely used in fields like meteorology, hydrology, snow sciences, and oceanography, but applications in glaciology are sparse to date. CRAMPON builds upon a Sequential Importance Resampling (SIR) scheme, also known as Particle Filtering, which comprises three steps: first, a prior estimate of a glacier’s mass balance on a particular day is given through forward integration of a mass balance model ensemble. The forward integration is driven by gridded meteorological data, and accounts for the corresponding uncertainty. Second, this prior estimate is updated with observations. This is done by using various measurements, including daily point mass balance observations from cameras, as well as surface albedo and transient snow lines derived from optical satellites. The combination of observations ensures that both temporally frequent point observations and less frequent but spatially comprehensive observations complement each other. This second step results in a so-called posterior mass balance estimate. Third, a resampling technique is applied to ensure temporal stability of the particle filter. Here, CRAMPON focuses on (1) making the resampling technique compatible with an ensemble modeling approach, and (2) using the filter to estimate model parameter distributions. This statistical data assimilation approach ensures that, at any instance, the framework delivers an optimal estimate of the current mass balance of a glacier, given all observations and respecting all observation uncertainties. Special focus is put on handling variables in a probabilistic fashion. This allows calculating uncertainties for the near-real-time glacier mass balance estimates during model runtime. The daily estimates and their uncertainties are then used for predicting the glacier mass balances into the near future. This is achieved by using Consortium for Small-Scale Modelling (COSMO) numerical weather predictions with lead times of up to five days, and European Centre for Medium-Range Weather Forecasts (ECMWF) extended-range forecasts for lead times of up to one month. Analyses of the results show that (1) CRAMPON delivers up to 95% more accurate results than conventional approaches that model mass balance deterministically and with constant parameters, (2) the produced mass balances are in line with seasonal, glacier-wide mass balances obtained from interpolation of in situ observations, and (3) the combination of point mass balances and satellite information is helpful to reduce the uncertainty. The thesis also explores other options for improving near-real-time glacier mass balances. In particular, the possibility of (i) extrapolating glacier mass balance signals in space to otherwise unobserved glaciers, (ii) using short-term geodetic volume changes, (iii) predicting model parameters through machine learning, (iv) acquiring glacier melt observations with Unmanned Aerial Vehicles (UAVs), and (v) using Bayesian calibration for cases where model parameters cannot be uniquely identified, are tested and discussed. The daily, near-real-time estimates calculated by CRAMPON are provided at the resolution of individual glaciers, the results being summarized on an interactive web site.