- 23.07.2019

Once you get into the flow of it this can get pretty fast without losing out on comprehension. When you come across mistakes, it leads to a speed bump, and you have to stop and re-collect your thoughts after this.

This only happens to me for math and physics, not other kinds of technical writing, but it happens. This doesn't turn me off an article, it's just super annoying.

Typos and stuff are fine, it's the "plausibly true" stuff that gets you. I suggest spending more time proofreading but not worrying more about it. Basically when I see something like this I involuntary start thinking: "Is it really a typo?

Or is it the writer doesn't understand what he is writing about, because he cannot explain it to me in a clear and precise way? Maybe this "BS filter" I have is a bad thing for me : About writing articles - I think one shouldn't worry about audience knowing more about a subject - it's inevitable, and it's what discussions in comments are for.

So, errors due to not knowing something are ok, I think. It is easy to find support for this intuition. Zeros and also linear combinations of zeros of zeta with integer coefficients would define conformal weights for a discrete basis of a Hilbert space. Obviously Riemann hypothesis is very natural in this context. These functions define a generalization of coherent state basis rather than that of an orthogonal state basis as in the case of Hilbert-Polya conjecture. Comeniae, vol.

For over a century, the Riemann Hypothesis has stumped the greatest of mathematical minds, but these days frustration has begun to give way to excitement. In addition, the performance of music resulted in greater of man and to the creation of the earth, just one word out of place can make a.- Report phishing web page;
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**Zologar**

The gluonic color glass condensate observed in RHIC behaving like liquid rather than quark gluon plasma and having black hole like properties could be one instance of this phase associated with a highly tangled color magnetic flux tube in Hagedorn temperature defining the hadronic analog of black hole with effective gravitational constant corresponding to hadronic length instead of Planck length. Riemann Hypothesis quotes " Hilbert included the problem of proving the Riemann hypothesis in his list of the most important unsolved problems which confronted mathematics in , and the attempt to solve this problem has occupied the best efforts of many of the best mathematicians of the twentieth century. Zeros and also linear combinations of zeros of zeta with integer coefficients would define conformal weights for a discrete basis of a Hilbert space. In a way, it would be more interesting if it were false, but it would be a disaster because we've built so much round assuming its truth.

**Arazragore**

The problem for me is that my way of reading math stuff is to assume that whatever is said is being true and fit it into a growing mental model as I read. The main conjecture of Iwasawa theory, proved by Barry Mazur and Andrew Wiles for cyclotomic elds, and Wiles for totally real elds, identies the zeros of a p-adic Lfunction with the eigenvalues of an operator, so can be thought of as an analogue of the HilbertPlya conjecture for p-adic L-functions Wiles Sarnak, quoted in K. The Riemann Hypothesis is about the prime numbers, the fundamental numerical elements. The extended Riemann hypothesis extends the Riemann hypothesis to all Dedekind zeta functions of algebraic number elds.

**Voodook**

The article can be also found at my homepage The complex conformal weights appearing as linear combinations of imaginary parts of non-trivial zeros of zeta have a key role in TGD. When you come across mistakes, it leads to a speed bump, and you have to stop and re-collect your thoughts after this. Other errors can easily be corrected by proof reading by a friend or by oneself after a day.

**Shakale**

Connes, quoted in Dr. It's an Occam's razor sort of thing, you either have absolutely beautiful behaviour of prime numbers, they behave just like you want them to behave, or else it's really bad. The arithmetic zeta function of a regular connected equidimensional arithmetic scheme of Kronecker dimension n can be factorized into the product of appropriately dened L-factors and an auxiliary factor Jean-Pierre Serre The gluonic color glass condensate observed in RHIC behaving like liquid rather than quark gluon plasma and having black hole like properties could be one instance of this phase associated with a highly tangled color magnetic flux tube in Hagedorn temperature defining the hadronic analog of black hole with effective gravitational constant corresponding to hadronic length instead of Planck length.

**Akinonos**

A regular nite graph is a Ramanujan graph, a mathematical model q of ecient communication networks, if and only if its is actually an instance of the Riemann hypothesis in the Ihara zeta function satises the analogue of the Riemann function eld setting. The story of the quest to settle the Riemann Hypothesis is one of scientific exploration.