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Learning complex functions with GeoGebra
In this paper we describe a teaching experiment targeting with students of Complex Analysis attending an undergraduate course of a portuguese university.
Ana Maria D’Azevedo Breda +1 more
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Understanding the mammalian TRAP complex function(s) [PDF]
In eukaryotic cells, about one-third of the synthesized proteins are translocated into the endoplasmic reticulum; they are membrane or lumen resident proteins and proteins direct to the Golgi apparatus.
Antonietta Russo
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The human dynamic clamp (HDC) is a human–machine interface designed on the basis of coordination dynamics for studying realistic social interaction under controlled and reproducible conditions.
Florence Baillin +17 more
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Chaotic correlation functions with complex fermions
We study correlation functions in the complex fermion SYK model. We focus, specifically, on the h = 2 mode which explicitly breaks conformal invariance and exhibits the chaotic behaviour.
Ritabrata Bhattacharya, Dileep P. Jatkar, Arnab Kundu
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General Complex-Valued Overlap Functions
Overlap function is a special type of aggregation function which measures the degree of overlapping between different classes. Recently, complex fuzzy sets have been successfully applied in many applications.
Ying Chen +3 more
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General Complex-Valued Grouping Functions
Grouping function is a special kind of aggregation function which measures the amount of evidence in favor of either of the two choices. Recently, complex fuzzy sets have been successfully used in many fields.
Ying Chen +3 more
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Exploration of the Conformational Dynamics of Major Histocompatibility Complex Molecules
Major histocompatibility complex (MHC) molecules are loaded with a wide variety of self- and non-self-peptides in their binding grooves and present these to T cell receptors (TCRs) in order to activate the adaptive immune system.
Saeko Yanaka, Kenji Sugase
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$\alpha$-Differentiable functions in complex plane
In this paper, the conformable fractional derivative of order $\alpha$ is defined in complex plane. Regarding to multi-valued function $z^{1-\alpha}$, we obtain fractional Cauchy–Riemann equations which in case of $\alpha=1$ give classical Cauchy ...
Ronak Pashaei +3 more
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Intermediate rings of complex-valued continuous functions
For a completely regular Hausdorff topological space X, let C(X, C) be the ring of complex-valued continuous functions on X, let C ∗ (X, C) be its subring of bounded functions, and let Σ(X, C) denote the collection of all the rings that lie between C ...
Amrita Acharyya +3 more
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