The learning objectives of this presentation are to understand the dynamics involved in the process of ET, evaluate the evidence for/against common practices and techniques and develop a standardized ET process in view of supporting evidence. Gametes and embryos are handled with extreme care at every step of the Laboratory process. ET is the least sophisticated step of the in vitro Fertilizatio...

In this paper, we compare different existing approaches employed in data mining of big proof libraries in automated and interactive theorem proving.

islamic azad university of maymeh, young and elite research club, maymeh, iran moon is considered a natural calendar for human individuals. proving the crescent sighting is among the issues that all human beings are somehow in need of. similarly, the islamic religious law has subjected some of the important devotional acts upon proving the crescent sighting. this very fundamental function of th...

We consider a mild extension of universal algebra in which terms are built both from deterministic and probabilistic variables, and are interpreted as distributions. We formulate an equational proof system to establish equality between probabilistic terms, show its soundness, and provide heuristics for proving the validity of equations. Moreover, we provide decision procedures for deciding the ...

Various “hardness” measures have been studied for resolution, providing theoretical insight into the proof complexity of resolution and its fragments, as well as explanations for the hardness of instances in SAT solving. In this report we aim at a unified view of a number of hardness measures, including different measures of width, space and size of resolution proofs. We also extend these measu...

If two classical provers share an entangled state, the resulting interactive proof system is significantly weakened [6]. We show that for the case where the verifier computes the XOR of two binary answers, the resulting proof system is in fact no more powerful than a system based on a single quantum prover: ⊕MIP[2] ⊆ QIP(2). This also implies that ⊕MIP[2] ⊆ EXP which was previously shown using ...

We define a framework to reason about sound implemen-tations of equational theories in the presence of an adap-tive adversary. In particular, we focus on soundess of staticequivalence. We illustrate our framework on several equa-tional theories: symmetric encryption, XOR, modular expo-nentiation and also joint theories of encryption and modu-lar exponentiation as well as...