Results 1 to 10 of about 140,623 (308)
With a generalized setting of transcendental functions associated with a non-linear variable, we have observed the combinatorial structures of the fractals of Julia sets and Mandelbrot sets due to the function zκcos(zκ)+pz2+q, in the complex plane with p,
Santanu Nandi +2 more
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Hopf Algebras and Transcendental Numbers [PDF]
In dealing with multiple zeta values, the main diophantine challenge is to prove that known dependence relations among them suffice to deduce all algebraic relations. One tool which should be relevant is the structure of Hopf Algebras, which occurs in several disguises in this context.
openaire +2 more sources
A Novel Method for Image Encryption Based on Chaos and Transcendental Numbers
In this paper, a method for image encryption is proposed based on a novel approach using chaos and transcendental numbers for generating the substitution box and the ciphering keys. The Chaotic Pi Ciphering (CPC) is a robust symmetric cryptosystem of the
Victor Manuel Silva Garcia +4 more
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A characterization of the real zeros of a particular transcendental function [PDF]
The real zeros of the transcendental function y = ax + becx are characterized, and the results should alleviate the difficulty of determining their existence, location, and ...
Hedgley, D. R.
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A Reconfigurable System Approach to the Direct Kinematics of a 5 D.o.f Robotic Manipulator
Hardware acceleration in high performance computer systems has a particular interest for many engineering and scientific applications in which a large number of arithmetic operations and transcendental functions must be computed. In this paper a hardware
Diego F. Sánchez +3 more
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COMPARATIVE STUDY OF NONLINEAR ROOT FINDING USING IMPROVISED SECANT METHODS
he nonlinear transcendental or algebraic equation problem is one of the important research areas in numerical analysis, and the iterative methods are playing an important role to find approximate solutions.
Nurul Nabilah Rosli +3 more
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Transcendental lattices and supersingular reduction lattices of a singular $K3$ surface
A (smooth) K3 surface X defined over a field k of characteristic 0 is called singular if the N\'eron-Severi lattice NS (X) of X over the algebraic closure of k is of rank 20. Let X be a singular K3 surface defined over a number field F.
Shimada, Ichiro
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THE PROBLEM OF THE RELIGIOUS APRIORI IN WESTERN RELIGIOUS PHILOSOPHY (E. TROELTSCH, P. TILLICH) [PDF]
Though in XIX century Friedrich Schleiermacher have already attempted to vindi-cate a religion using the methodology of transcendental philosophy, as some other rep-resentatives of German theology’s Kantian line, the problematic of so called «religious a
K. UKOLOV
doaj
Modeling friction factor in pipeline flow using a GMDH-type neural network
The standard methods of calculating the fluid friction factor, the Colebrook–White and Haaland equations, require iterative solution of an implicit, transcendental function which entails high computational costs for large-scale piping networks while ...
Saeb M. Besarati +3 more
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THE FUTURE OF PHILOSOPHY AND ANTHROPIC CRISIS
In this article we discuss the theoretical considerations underlying the negative dogmatic (such as “philosophy is dead”) and dialectical (implying a separation of categorical philosophy from philosophical rhetoric) responses to the question about the ...
S. M. Antakov
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