Search Results - "De Schepper, N."

Morphological specializations in heterocongrinae (Anguilliformes: Congridae) related to burrowing and feeding by De Schepper, N., De Kegel, B., Adriaens, D.

“…The remarkable lifestyle of heterocongrines has drawn the attention of many authors in the past, though no or little attention has been paid to the morphology…”
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Closed form of the Fourier–Borel Kernel in the Framework of Clifford Analysis by De Schepper, N., Sommen, F.

“…In this paper we derive for the even dimensional case a closed form of the Fourier–Borel kernel in the Clifford analysis setting. This kernel is obtained as…”
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Bimodality in head shape in European eel by Ide, C., De Schepper, N., Christiaens, J., Van Liefferinge, C., Herrel, A., Goemans, G., Meire, P., Belpaire, C., Geeraerts, C., Adriaens, D.

“…The existence of two morphotypes, broadheaded and narrowheaded, in European eels Anguilla anguilla is common knowledge among fishermen and eel biologists in…”
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Moringua edwardsi (Moringuidae: Anguilliformes): Cranial specialization for head-first burrowing? by De Schepper, N., Adriaens, D., De Kegel, B.

“…The order Anguilliformes forms a natural group of eel‐like species. Moringua edwardsi (Moringuidae) is of special interest because of its peculiar fossorial…”
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Morphology of the jaw system in trichiurids: trade-offs between mouth closing and biting performance by DE SCHEPPER, N., VAN WASSENBERGH, S., ADRIAENS, D.

“…In this study, we focus on two piscivore species of cutlassfishes (Trichiuridae) that show some degree of differences in morphology of the jaw system:…”
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Clifford algebra-valued orthogonal polynomials in Euclidean space by Brackx, F., De Schepper, N., Sommen, F.

“…In this paper a new method for constructing Clifford algebra-valued orthogonal polynomials in Euclidean space is presented. In earlier research, only…”
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The Mehler Formula for the Generalized Clifford–Hermite Polynomials by Brackx, F., de Schepper, N., Kou, K. I., Sommen, F.

“…The Mehler formula for the Hermite polynomials allows for an integral representation of the one-dimensional Fractional Fourier transform. In this paper, we…”
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Two-index Clifford–Hermite polynomials with applications in wavelet analysis by Brackx, F., De Schepper, H., De Schepper, N., Sommen, F.

“…Clifford analysis may be regarded as a higher-dimensional analogue of the theory of holomorphic functions in the complex plane. It has proven to be an…”
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Connecting spatial and frequency domains for the quaternion Fourier transform by De Bie, H., De Schepper, N., Ell, T.A., Rubrecht, K., Sangwine, S.J.

“…The quaternion Fourier transform (qFT) is an important tool in multi-dimensional data analysis, in particular for the study of color images. An important…”
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Cauchy-Kowalevski extensions and monogenic plane waves using spherical monogenics by De Schepper, N., Sommen, F.

“…Clifford analysis may be regarded as a direct and elegant generalization to higher dimensions of the theory of holomorphic functions in the complex plane,…”
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Burrowing and subsurface locomotion in anguilliform fish: behavioral specializations and mechanical constraints by Herrel, Anthony, Choi, Hon Fai, Dumont, Elizabeth, De Schepper, Natalie, Vanhooydonck, Bieke, Aerts, Peter, Adriaens, Dominique

“…Fish swimming is probably one of the most studied and best understood locomotor behaviors in vertebrates. However, many fish also actively exploit sediments…”
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The Clifford-Fourier Transform by Brackx, Fred, De Schepper, Nele, Sommen, Frank

“…A pair of Clifford-Fourier transforms is defined in the framework of Clifford analysis, as operator exponentials with a Clifford algebra-valued kernel. It is a…”
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Hermitean Clifford-Hermite Polynomials by Brackx, F., De Schepper, H., De Schepper, N., Sommen, F.

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The comparative activity of pefloxacin, enoxacin, ciprofloxacin and 13 other antimicrobial agents against enteropathogenic microorganisms by VANHOOF, R, HUBRECHTS, J. M, ROEBBEN, E, NYSSEN, H. J, NULENS, E, LEGER, J, DE SCHEPPER, N

“…In this study, we compared the activity of pefloxacin, enoxacin and ciprofloxacin against 269 enteropathogenic strains (Campylobacter jejuni, enteropathogenic…”
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The Clifford-Gegenbauer polynomials and the associated continuous wavelet transform by Brackx, Fred, De Schepper †, Nele, Sommen ‡, Frank

“…In the framework of Clifford analysis, Clifford-Gegenbauer and generalized Clifford-Gegenbauer polynomials are constructed. Orthogonality relations and…”
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Activity of cefotiam in combination with beta-lactam antibiotics on enterobacterial hospital strains by Vanhoof, R, Hubrechts, J M, Nyssen, H J, Nulens, E, Leger, J, de Schepper, N, Kupperberg, E, Couvreur, M L

“…By using checkerboard titrations the effect of cefotiam combined with different beta-lactam antibiotics on fifty strains of Enterobacteriaceae moderately…”
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Curved Radon transforms and factorization of the Veronese equations in Clifford analysis by De Knock, B., De Schepper, N., Sommen, F.

“…This paper is an updated version of our former article (Sommen, F., 1998, Curved Radon transforms in Clifford analysis. In: Clifford Algebras and their…”
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Intraspecific variation in the postcranial skeleton morphology in African clariids: a case study of extreme phenotypic plasticity by DE SCHEPPER, NATALIE, ADRIAENS, DOMINIQUE, TEUGELS, GUY G., DEVAERE, STIJN, VERRAES, WALTER

“…Taxonomic relationships within the Clariidae, especially within the anguilliform species, are currently ambiguous due to the lack of a reliable structure of…”
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Effects of smoking, CYP2D6 genotype, and concomitant drug intake on the steady state plasma concentrations of haloperidol and reduced haloperidol in schizophrenic inpatients by LIPING PAN, STICHELE, R. V, ROSSEEL, M. T, BERLO, J. A, DE SCHEPPER, N, BELPAIRE, F. M

“…The effects of smoking, CYP2D6 genotype, and concomitant use of enzyme inducers or inhibitors on the steady state plasma concentrations of haloperidol (HAL)…”
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Clifford-Gegenbauer polynomials related to the Dunkl Dirac operator by De Bie, H, De Schepper, N

“…We introduce the so-called Clifford-Gegenbauer polynomials in the framework of Dunkl operators, as well on the unit ball B(1), as on the Euclidean space $R^m$…”
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