This pen really puts it all together:
Yes, it's another new Chinese fountain pen. If you like the Wing S 698, you'll appreciate the Caliarts Ego. The two pens are virtually the same size and weight and use interchangable Pilot 78G-compati...
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WriterShelf is a writer's platform that lets you share your ideas using pen names. It's also a reader’s destination where you can discover the work of others and engage in authentic conversations. The Value of Pen Names Pen names give you the ...
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There's something going on among knife collectors and hobbyists. Folks are looking back to the roots of the art and finding much to like. And I don’t mean antiques. Traditional patterns in folding knives are coming back. Traditional folding ...
Burger joints have become fairly common in Taipei. Bravo Burger was one of the earliest to open and has gone from strength to strength. The original location was a small place just off Minchuan East Rd., not far from the, then, domestic airport....
That game I watched the other day. Steph Curry didn’t hit a single 3. Just about nobody on the team hit any. They still won, but it wasn’t as fun. Or was it?
A big bunch of the Warriors’ magic is seeing them do their ballet. The ball pi...
For so many things in the kitchen, shiney means good. Gleaming is modern. You’re a good cook if all that stuff is polished and perfect. Enter carbon steel. It's a different paradigm. Old school is old school for good reason. And, other than co...
Planning for the future involves more than deciding who will inherit your property. It also means determining how your assets should be managed during your lifetime and transferred to your loved ones when you are no longer here. A living trust can...
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--- Three Statistical Unifications and Fundamental Mechanical Unification
Author: Zhang Suhang, Luoyang, Henan
Abstract
Traditional research on the unification of fundamental mechanics has long focused on the integration...
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Topological Derivation of Twin Primes Based on the FNT Asymptotic Continuity Criterion
Preliminary Known Propositions
There are infinitely many primes (Euclid's classical result). Let the prime...
FNT's Explanation of Prime Distribution
Author: Zhang Suhang
School: Luoyang School of Mathematics
Traditional analytic number theory shows that as numerical values tend to infinity, the distribution of primes tends ove...
A Summary of the Riemann Hypothesis and the Siegel Zero Problem under the FNT Paradigm
Author: Zhang Suhang Affiliation: Luoyang School of Mathematics · Luoyang, Henan
I. Core Positioning of FNT and Prime Fractions
Fractal Number Theory ...
Fractal Number Theory (FNT): A Structural Reconstruction and Arithmetic Determination of Siegel Zeros
Author: Zhang Suhang School: Luoyang School of Mathematics
The Landau–Siegel zero conjecture is a core problem of analytic num...
Fractal Number Theory (FNT): A Topological Reconstruction and Arithmetic Determination of the Riemann Hypothesis Author: Zhang SuhangSchool: Luoyang School of Mathematics Abstract The Riemann Hypothesis is a core problem of modern pure mathemat...
Topological Representation and Adaptation of Special Integer Systems within Fractal Number Theory (FNT) Author: Zhang Suhang, Luoyang, Henan The topological recursive representation system of Fractal Number Theory (FNT) is not limited t...
Adaptation, Expansion and Boundary Definition of Fractal Number Theory (FNT) for Classical Branches of Number Theory Author: Zhang Suhang School: Luoyang School of Mathematics Abstract Fractal Number Theory (FNT), equipped with fra...
Fractal Number Theory (FNT) and Riemannian Analytic Number Theory
Riemannian analytic number theory established a prime number research system centered on functions of a complex variable, analytic continuation, and the z...
The Significance of Prime Fractions for Complex Numbers
Traditional algebraic number theory, when dealing with the complex domain, has to restrict the complex bas...
Generalized Factorization and Fractal Number Theory（FNT）
Author: Zhang Suhang Luoyang School of Mathematics
Abstract Traditional number theory takes the Fundamental Theorem of Arithmetic in the ring of integers as its absolute cornerston...
--- Generalized Factorization
Traditional factorization is based on arithmetic splitting within the ring of integers and serves as the cornerstone of modern cryptography such as RSA. However,...
Fractional-Prime Frequency Division Architecture: Topological Paradigm of Structured Information and Computing Power Regularization Author: Zhang Suhang, Luoyang, Henan Abstract Modern big data systems and generative information fields...
Structured Information: Applications of MOC Information Topology Author: Zhang Suhang, Luoyang, Henan Abstract Classical information theory is built around the framework of Shannon entropy, founded on assumptions of probability statisti...
The Reconstruction of Applied Science from the Perspective of FCFG: From Prime-Fraction Substrates to a Geometric Revolution in Industry and Physics Author: Suhang Zhang Luoyang School of Mathematics Abstract The research and developm...
Prime Fractions and Primordial Nested Fractals Author: Suhang Zhang Luoyang School of Mathematics Abstract In traditional number theory, prime numbers are indecomposable integer primitives. Their reciprocals are merely treated as ordina...
On FCFG: From Algebraic Coupling to Topological Unity Author: Suhang Zhang Luoyang School of Mathematics Abstract In the history of mathematics, two renowned breakthroughs have sought the unification of the transcendental numbers e a...
Integers and Fractions from the Perspective of FCFG Author: Suhang Zhang Luoyang School of Mathematics Abstract In traditional number theory, integers and fractions are merely different numerical forms within the set of rational numb...
