- We find that Ramanujan-type congruences for Hurwitz class numbers can be sustained on nonholomorphic generating series, in contrast to all other known Ramanujan-type congruences.
- For such nonholomorphic congruences of Hurwitz class numbers, we demonstrate a divisibility conclusion.
- The holomorphic projection of theta series products with a Hurwitz class number generating series and a Serre theorem.
The National Academy of Sciences is how esteemed?
- The American National Academy of Sciences (NAS) is thought to be the nation's most esteemed honorary scientific society.
- But it also has a track record for being male, old, and white. By extending an invitation to a younger, more diverse group of scientists to join them, its members today made a significant step in changing their reputation.
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I believe the answer is: d. the shell and the skeleton
The shell and skeleton in architecture would act as the main foundation that support the weight of the whole building. The strength of shell skeleton would determine whether the building would collapse during natural disaster such as earthquakes.
Answer: You tell them. YOU IDIOT ARE YOU NOT EDUCATED!?!? And that's how you fix the problem. :D
<span>Habituation is the learning mechanism we can be associated with time and get used of almost anything. After a period of time something new and exciting can become boring and this is human tendency. This applies to animals as well.</span>
