نتایج جستجو برای: faa di bruno formula

تعداد نتایج: 349640  

Journal: :J. Electronic Testing 2014
Amitabh Das Jean Da Rolt Santosh Ghosh Stefaan Seys Sophie Dupuis Giorgio Di Natale Marie-Lise Flottes Bruno Rouzeyre Ingrid Verbauwhede

Award winning paper, “Secure JTAG Implementation Using Schnorr Protocol,” Journal of Electronic Testing: Theory and Applications (JETTA), Volume 29, Number 2, pages 193–209, April 2013. Authors: Amitabh Das, Jean Da Rolt, Santosh Ghosh, Stefaan Seys, Sophie Dupuis, Giorgio Di Natale, Marie-Lise Flottes, Bruno Rouzeyre and Ingrid Verbauwhede Award Committee: Matteo Sonza Reorda (Chair), Vishwani...

2006
Alessandra Larocca Giovanna Piaggio Marina Podestà Anna Pitto Barbara Bruno Carmen Di Grazia Francesca Gualandi Domenico Occhini Anna Maria Raiola Alida Dominietto Stefania Bregante Teresa Lamparelli Elisabetta Tedone Rosi Oneto Francesco Frassoni Maria Teresa Van Lint Enrico Pogliani Andrea Bacigalupo

Alessandra Larocca Giovanna Piaggio Marina Podestà Anna Pitto Barbara Bruno Carmen Di Grazia Francesca Gualandi Domenico Occhini Anna Maria Raiola Alida Dominietto Stefania Bregante Teresa Lamparelli Elisabetta Tedone Rosi Oneto Francesco Frassoni Maria Teresa Van Lint Enrico Pogliani Andrea Bacigalupo A boost of CD34-selected peripheral blood cells without further conditioning in patients with...

Journal: :Eur. J. Comb. 2011
Jean-Paul Bultel

We show, by introducing an appropriate basis, that a one-parameter family of Hopf algebras introduced by Foissy [Adv. Math. 218 (2008) 136-162] interpolates beetween the Faà di Bruno algebra and the Farahat-Higman algebra. Its structure constants in this basis are deformation of the top connection coefficients, for which we obtain analogues of Macdonald’s formulas.

2003
SERGEY LEBLE

Polynomials in differentiation operators are considered. Joint covariance with respect to Darboux transformations of a pair of such polynomials (Lax pair) as a function of one-field is studied. Methodically, the transforms of the coefficients are equalized to Frechèt differential (first term of the Taylor series on prolonged space) to establish the operator forms. In the commutative (Abelian) c...

2008
S. B. Leble

Polynomials in differentiation operators are considered. The Darboux transformations covariance determines non-Abelian entries to form the coefficients of the polynomials. Joint covariance of a pair of such polynomials (Lax pair) as a function of one-field is studied. Methodically, the transforms of the coefficients are equalized to Frechet derivatives (first term of the Taylor series on prolon...

2017
Bérénice Delcroix-Oger

We define semi-pointed partition posets, which are a generalisation of partition posets and show that they are Cohen-Macaulay. We then use multichains to compute the dimension and the character for the action of the symmetric groups on their homology. We finally study the associated incidence Hopf algebra, which is similar to the Faà di Bruno Hopf algebra.

Journal: :IEEE Transactions on Human-Machine Systems 2022

Techniques for monitoring human performance traditionally rely on subjective responses and task-specific scoring, yet research suggests EEG could offer multiple metrics with high temporal resolution accuracy that be leveraged human–computer interaction purposes. The objective of the presented work is to investigate which correlate task evaluate whether combinations these produce effective predi...

2012
Jessica Spires L. Bruce Gladden Bruno Grassi Gerald M. Saidel Nicola Lai

Jessica Spires, L. Bruce Gladden, Bruno Grassi, Gerald M. Saidel, and Nicola Lai Department of Biomedical Engineering, Case Western Reserve University, Cleveland, Ohio; Department of Pediatrics, Case Western Reserve University, Cleveland, Ohio; Center for Modeling Integrated Metabolism Systems, Case Western Reserve University, Cleveland, Ohio; Department of Kinesiology, Auburn University, Aubur...

2002
C Cammà

C Cammà, S Bruno, F Schepis, O Lo Iacono, P Andreone, A G Gramenzi, A Mangia, A Andriulli, M Puoti, A Spadaro, M Freni, V Di Marco, L Cino, G Saracco, A Chiesa, A Crosignani, N Caporaso, F Morisco, M G Rumi, A Craxì . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . ....

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