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Alexey Stakhov
Dirac's Principle of Mathematical Beauty, Mathematics of Harmony
DESSERT'2018 Programme
On the General Theory of Hyperbolic Functions Based on the Hyperbolic Fibonacci and Lucas Functions and on Hilbert’S Fourth Problem
Fundamentals of a New Kind of Mathematics Based on the Golden Section
Numeral Systems with Irrational Bases for Mission-Critical Applications
Book IX Composition
9 International IEEE Conference Dependable Systems, Services And
Clarifying the Origins and Development of Mathematics AP
СV by Alexey Stakhov Stakhov, Alexey Petrovich (Russian: Стахов, Алекс
A Museum Dedicated to the Concept of Harmony and the Golden Section
Hyperbolic Fibonacci and Lucas Functions, “Golden” Fibonacci Goniometry, Bodnar’S Geometry, and Hilbert’S Fourth Problem ——Part I
Non-Euclidean Geometry As
Warkah Berita Persama
The Mathematics of Harmony. from Euclid to Contemporary Mathematics, Computer Science and Modern Mathematical Education
A History, the Main Mathematical Results and Applications for the Mathematics of Harmony
Computer Science and Cybersecurity (Cs&Cs
Number Theory and Mirror-Symmetrical Arithmetic
Mathematics 2021
Top View
New Approach for Understanding the Golden Section Abstract
The Mathematics of Harmony: Clarifying the Origins and Development of Mathematics
Завантажити ##Common.Downloadpdf
The ABC of Harmony for World Peace, Harmonious Civilization and Tetranet Thinking
The Generalized Golden Proportions, a New Theory of Real Numbers, and Ternary Mirror-Symmetrical Arithmetic
Transformative Harmony Is All-Embracing in Its Scope and Concerns; It Traverses Personal and As Pathways of Renewal Been Planetary Issues of Harmony