Dec 19, 2013 · We present a Skolemization algorithm for model counting problems that eliminates existential quantifiers from a first-order logic theory ...
In this paper, we introduced a Skolemization procedure that is sound for weighted first-order model counting. It extends the applicability of first-order model ...
Our Skolemization procedure extends the applicability of first-order model counters to these representations. Moreover, it simplifies the design of lifted model ...
A Skolemization algorithm for model counting problems that eliminates existential quantifiers from a first-order logic theory without changing its weighted ...
Our Skolemization procedure extends the applicability of first-order model counters to these representations. Moreover, it simplifies the design of lifted model ...
Feb 1, 2023 · Skolemization for Weighted First-Order Model Counting ; Authors. Guy Van den Broeck, Wannes Meert, Adnan Darwiche ; Proceedings: Book Two. Volume ...
Apr 19, 2024 · Skolemization for weighted first-order model counting. In Proceedings of the Fourteenth International Conference on Principles of Knowledge.
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What is Skolemization in first-order logic?
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What is first-order model counting in a nutshell?
In weighted model counting (WMC), one accords a weight to every model, and computes the sum of the weights of all models. The weight of a model is often ...
Skolemization for weighted first-order model counting. In KR, 2014. [38] Guy Van den Broeck, Wannes Meert, and Jesse. Davis. Lifted generative parameter ...
The weighted model counting (WMC) problem generalizes this task by associating each assignment with a real-valued weight, and asks for the weighted sum of the ...