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Filed 2/11 - transcripts were completely blank until this morning. I have allll codes - refund is coming guys - let’s all take a deep breath ??...
Hi, I was working on a game for a year then I quit because I burnt out. While its idle, game collected 10k wishlists by itself. Recently I decided to finish it. I will work 3-4 months to complete i...
For the cyclic group $C_2$ we give a complete description of the derived category of perfect complexes of modules over the constant Mackey ring $\underline{\mathbb{Z}/\ell}$, for $\ell$ a prime. This is fairly simple for $\ell$ odd, but for $\ell=2$...
A Neumaier graph is a non-complete edge-regular graph containing a regular clique. A Neumaier graph that is not strongly regular is called a strictly Neumaier graph. In this work we present a new construction of strictly Neumaier graphs, and using Ja...
A Neumaier graph is a non-complete edge-regular graph containing a regular clique. In this paper we give some sufficient and necessary conditions for a Neumaier graph to be strongly regular. Further we show that there does not exist Neumaier graphs w...
A Neumaier graph is a non-complete edge-regular graph containing a regular clique. In this work, we prove several results on the existence of small strictly Neumaier graphs. In particular, we present a theoretical proof of the uniqueness of the small...
A Neumaier graph is a non-complete edge-regular graph with the property that it has a regular clique. In this paper, we study Neumaier Cayley graphs. We give a necessary and sufficient condition under which a Neumaier Cayley graph is a strongly regul...
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The proofs I've seen of the fact that open sets have open preimages either use the fact that continuous functions map limit points to limit points, or they use a completely topological proof. Is there a more …
Hamkins and Kikuchi (2016 and 2017) show that in both set theory and class theory the definable subset ordering of the universe interprets a complete and decidable theory. If $\mathcal{M}$ is a model of set theory, then $\langle M, \subseteq^\mathcal...
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My father was a physician by trade, but his great love was woodworking. I just wanted to share some of the bigger projects he completed—everything from a Pepe organ casing, to string instruments, cl...
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The basically used too little coffee, grind size wasn't optimized, just completely winging it. They even liked the coffee they drank. The bar for good coffee is really low I guess for most people. Any...
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