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21 Artikel
Mersenne Numbers, Strings, the Rule of 6, and the Method of Fractions

Mersenne Numbers, Strings, the Rule of 6, and the Method of Fractions

William Fidler

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Erschienen am 08.09.2023
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On the Determining of the Prime Numbers by a Simple Multiplicative Formula

On the Determining of the Prime Numbers by a Simple Multiplicative Formula

William Fidler

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Erschienen am 11.07.2023
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A new perspective on the determination of the prime numbers

A new perspective on the determination of the prime numbers

William Fidler

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Erschienen am 01.06.2023
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On the Synthesis of the Distribution amongst the Integers of the Prime Number Counting Function, pi(k), viewed as a Geometric Object

On the Synthesis of the Distribution amongst the Integers of the Prime Number Counting Function, pi(k), viewed as a Geometric Object

William Fidler

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13.99 €

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Erschienen am 17.03.2023
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The verification of a Riemann Hypothesis in the negative half of the complex plane

The verification of a Riemann Hypothesis in the negative half of the complex plane

William Fidler

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Erschienen am 19.08.2022
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An infinite set of hybrid functions with one unique member whose verifiable zeros are to be found only on Riemann's Critical Line and nowhere else in the Critical Strip

An infinite set of hybrid functions with one unique member whose verifiable zeros are to be found only on Riemann's Critical Line and nowhere else in the Critical Strip

William Fidler

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Erschienen am 16.09.2022
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On zeros of Riemann's zeta function in the negative half of the complex plane. Dirichlet lines and the concept of Riemann lines

On zeros of Riemann's zeta function in the negative half of the complex plane. Dirichlet lines and the concept of Riemann lines

William Fidler

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Erschienen am 22.06.2022
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The irrelevance of the location of Riemann's zeros to the disposition of the prime numbers

The irrelevance of the location of Riemann's zeros to the disposition of the prime numbers

William Fidler

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Erschienen am 27.04.2022
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Assigning of values of the prime number counting function to Bernhard Riemann's zeros. Concept of Dirichlet lines in the complex plane

Assigning of values of the prime number counting function to Bernhard Riemann's zeros. Concept of Dirichlet lines in the complex plane

William Fidler

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Erschienen am 02.02.2022
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Modelling of a diatomic molecule as a simple quantum harmonic oscillator. An alternative perspective

Modelling of a diatomic molecule as a simple quantum harmonic oscillator. An alternative perspective

William Fidler

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Erschienen am 01.12.2021
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On the disposition of the prime numbers

On the disposition of the prime numbers

William Fidler

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Erschienen am 01.12.2021
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On the Riemann Hypothesis

On the Riemann Hypothesis

William Fidler

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Erschienen am 15.04.2021
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The Orthogonal Universe

The Orthogonal Universe

William Fidler

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5.99 €

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Erschienen am 12.04.2021
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Diophantine equations, triples and Fermat's last theorem

Diophantine equations, triples and Fermat's last theorem

William Fidler

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Erschienen am 21.10.2020
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The Amplitude of Oscillation at the Dissociation of a Diatomic Molecule. Modelled as Quantum Harmonic Oscillator

The Amplitude of Oscillation at the Dissociation of a Diatomic Molecule. Modelled as Quantum Harmonic Oscillator

William Fidler

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Erschienen am 05.08.2020
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Werner Heisenberg, Louis de Broglie and Erwin Schrödinger revisited

Werner Heisenberg, Louis de Broglie and Erwin Schrödinger revisited

William Fidler

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Erschienen am 28.07.2020
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On the quantisation of the frequency of electromagnetic radiation

On the quantisation of the frequency of electromagnetic radiation

William Fidler

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Erschienen am 29.03.2019
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The Fidler Diagram. A compact and dimensionless representation of the spectrum of electromagnetic radiation in all media of constant index of refraction

The Fidler Diagram. A compact and dimensionless representation of the spectrum of electromagnetic radiation in all media of constant index of refraction

William Fidler

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Erschienen am 11.02.2019
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Dark Matter. New Structures, Old Particles

Dark Matter. New Structures, Old Particles

William Fidler

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Erschienen am 03.07.2018
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Structure and Expansion of a Universe whose Vacuum is modelled as a Set of identical, bi-modal, frequency-quantised, simple quantum harmonic oscillators.

Structure and Expansion of a Universe whose Vacuum is modelled as a Set of identical, bi-modal, frequency-quantised, simple quantum harmonic oscillators.

William Fidler

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Erschienen am 21.03.2018
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A possible future evolution of the universe

A possible future evolution of the universe

William Fidler

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9.99 €

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Erschienen am 20.03.2018
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