CONSIMILARITY CLASSIFICATION OF GENERAL RADAR SCATTERING MATRICES
IEICE Proceeding Series, 1996 Fuer allgemeine Sinclair-Streumatrizen ergibt sich eine Klassifikation gegenueber unitaeren konjugierten Aehnlichkeitstransformationen nach der Anzahl der konjugierten Eigenwerte: 2 (Normallfall), 1 oder 0.
Lueneburg, E. +1 more
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The Consimilarity Transformation in Radar Polarimetry.
, 1996 Dieser Beitrag untersucht Eigenschaften der konjugierten Aehnlichkeitstransformation in der Radar Polarimetrie. Fuer asymmetrische Sinclair Streumatrizen erweist sich die Beschreibung durch zwei Huynen Gabeln (Senden/Empfang) als ...
Lueneburg, E., Boerner, W.-M. *)
openaire +2 more sources
أسرار التشابه اللفظي في تفسير الشيخ الشعراوي المتعلقة بالتذكير والتأنيث (دراسة وصفية تحليلية): Secrets of Consimilarity in the Exegesis of Sheikh Shaarawi related to Masculinity & Femininity (An Analytical Descriptive Study) [PDF]
, 2022 The Holy Qur’an is Allah’s miraculous book for his creation in its composing, style, eloquence and organization, miraculous in its wisdom and knowledge, and as a unique way of guidance according to times and circumstances.
Dr. Naveed Altaf Khan, Abdullah
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A Real Representation Method for Solving Yakubovich‐j‐Conjugate Quaternion Matrix Equation
Abstract and Applied Analysis, Volume 2014, Issue 1, 2014., 2014 A new approach is presented for obtaining the solutions to Yakubovich‐j‐conjugate quaternion matrix equation X−AX∧B=CY based on the real representation of a quaternion matrix. Compared to the existing results, there are no requirements on the coefficient matrix A.
Caiqin Song +4 more
wiley +1 more source
A New Solution to the Matrix Equation X−AX¯B=C
The Scientific World Journal, Volume 2014, Issue 1, 2014., 2014 We investigate the matrix equation X−AX¯B=C. For convenience, the matrix equation X−AX¯B=C is named as Kalman‐Yakubovich‐conjugate matrix equation. The explicit solution is constructed when the above matrix equation has unique solution. And this solution is stated as a polynomial of coefficient matrices of the matrix equation.
Caiqin Song, Kaleem R. Kazmi
wiley +1 more source
Polarimetric Analysis Using the Algebraic Real Representation of the Scattering Matrix
, 2021 International audienceEquivalent matrix representations in radar polarimetry have long been studied and used as tools for modeling and understanding the scattering mechanisms.
Ciochina, Silviu +9 more
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Finite Iterative Algorithm for Solving a Complex of Conjugate and Transpose Matrix Equation
Journal of Discrete Mathematics, Volume 2013, Issue 1, 2013., 2013 We consider an iterative algorithm for solving a complex matrix equation with conjugate and transpose of two unknowns of the form: A1VB1+C1WD1+A2V¯B2+C2W¯D2+A3VHB3+C3WHD3+A4VTB4 + C4WTD4 = E. With the iterative algorithm, the existence of a solution of this matrix equation can be determined automatically.
Mohamed A. Ramadan +3 more
wiley +1 more source
RNA‐Based Assessment of Diversity and Composition of Active Archaeal Communities in the German Bight
Archaea, Volume 2012, Issue 1, 2012., 2012 Archaea play an important role in various biogeochemical cycles. They are known extremophiles inhabiting environments such as thermal springs or hydrothermal vents. Recent studies have revealed a significant abundance of Archaea in moderate environments, for example, temperate sea water.
Bernd Wemheuer +3 more
wiley +1 more source
Conpseudosimilarity and consemisimilarity over a division ring [PDF]
, 1990 It is shown that for n × n matrices over a division ring which is finite dimensional over its center, the notions of consimilarity, conpseudosimilarity and consemisimilarity are all equivalent, provided the conjugation is ...
Hall, Frank J. +2 more
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On Mathematical and Physical Principles of Transformations of the Coherent Radar Backscatter Matrix [PDF]
, 2012 The congruential rule advanced by Graves for polarization basis transformation of the radar backscatter matrix is now often misinterpreted as an example of consimilarity transformation.
Carrea, Laura +2 more
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