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Inspired by [2], we define a new sequence of q-analogues for the Bernoulli numbers under the framework of Strodt operators. We show that they not only satisfy many identities similar to those of the q-analogue proposed by Carlitz [3], but also interesting analytical properties as functions of q. In particular, we give a simple analytic proof of a(More)
Gate-first (GF) high-k metal gate (HKMG) for LSTP/LOP logic and DRAM periphery applications requires an efficient and low-cost effective work function (eWF) solution. We demonstrated TiAlN for pFET eWF tuning without appreciable EOT, Jg, and interface degradation. Hence TiAlN is shown to be a key enabler to realize process-friendly and cost-effective GF(More)
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