Search Results - Kinvara~

Invarianceness of higher order united scaled-invariants by Draman @ Muda, Azah Kamilah, Shamsuddin, Siti Mariyam, Darus, Maslina

“…This paper presents an alternative formulation of invariant moments using higher order united scaled-invariants for unequal scaling images. …”
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Kinora - Natural Lip Balm by Norashikin, Mat Zain

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Invarianceness of higher order centralised scaled-invariants undergo basic transformations by Shamsuddin, S.M., Sulaiman, M.N., Darus, M.

“…This paper presents an alternative formulation of invariant moments using higher order centralised scaled-invariants for unequal scaling unconstrained handwritten digits which undergo basic transformations. …”
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Helicity as isotopy invariant by Azram, Mohammad

“…In this paper we will investigate whether or not the writhe of knot is an isotopy invariant? By adding a parallel strand to an oriented knot/link, we will justify that writhe is a useful isotopy invariant. …”
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Helicity as isotopy invariant by Azram, Mohammad

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On the S-invariance property for S-flows by Saif, Amin, Kilicman, Adem

“…Then, we give some results about the S-invariant classes for this relation. We also provide a condition for the existence of relative S-invariant classes.…”
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On geometric moment invariants by M. Alenezi, Ahmad, Sapar, Siti Hasana, Rakhimov, I.S.

“…In this paper we study the geometric moments invariants. We describe an image in terms of features which are invariant to some sort of transformations i.e mentioned translation, rotation and scaling change in exposure, brightness etc. …”
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Diffeomorphism invariant gauge theories by Torres Gomez, Alexander

“…A class of diffeomorphism invariant gauge theories is studied. The action for this class of theories can be formulated as a generalisation of the well known topological BF-theories with a potential for the B-field or in a pure connection formulation. …”
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Translation invariants of Zernike moments by Chong, C

“…Moment functions defined using a polar coordinate representation of the image space, such as radial moments and Zernike moments, are used in several recognition tasks requiring rotation invariance. However, this coordinate representation does not easily yield translation invariant functions, which are also widely sought after in pattern recognition applications. …”
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Homological and motivic invariants of torsors by Tanania, Fabio

Subjects: “…Homological invariants…”
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Separating invariants and local cohomology by Dufresne, Emilie, Jeffries, Jack

Subjects: “…Invariant theory…”
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On contractions and invariants of Leibniz algebras. by Sattarovich, Rakhimov Isamiddin, Mohd Atan, Kamel Ariffin

“…A several contraction invariants that are useful in determining whether one algebra can be obtained as an contraction of another algebra are given. …”
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Illumination-invariant ear authentication by Jamil, Nursuriati, Almisreb, Ali, Abdul Halin, Alfian

“…In this paper, we propose an illumination-invariant ear authentication approach using biometric authentication methods. …”
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Authorship Invarianceness for Writer Identification by Muda, A. K., Shamsuddin, S. M., Abraham, A.

“…Acquiring individual features to obtain Authorship Invarianceness Concept have led to an important research in Writer Identification domain. …”
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Evaluating Invariances in Document Layout Functions by Macdonald, Alexander J., Brailsford, David F., Lumley, John

“…We propose future work on generic extraction of invariance from such properties for certain classes of layout functions.…”
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Translation and scale invariants of Legendre moments by Chong, C

“…By convention, the translation and scale invariant functions of Legendre moments are achieved by using a combination of the corresponding invariants of geometric moments. …”
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The scale invariants of pseudo-Zernike moments by Chong, Chee Way, Mukundan, Ramakrishnan

“…Hence, they are commonly used in recognition tasks requiring rotation invariance. However, this coordinate representation does not easily yield a scale invariant function because it is difficult to extract a common scale factor from the radial polynomials. …”
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Rate-invariant analysis of covariance trajectories by Zhang, Zhengwu, Su, Jingyong, Klassen, Eric, Le, Huiling, Srivastava, Anuj

“…Using a natural Riemannian metric on this vector bundle, we approximate geodesic paths and geodesic distances between trajectories in the quotient space of this vector bundle. This metric is invariant to the action of the reparameterization group, and leads to a rate-invariant analysis of trajectories. …”
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Some Poncelet invariants for bicentric hexagons by Keady, Grant, McAndrew, A.

“…This is illustrated in the animation at\\ \verb$https://mathworld.wolfram.com/PonceletsPorism.html$ The animation indicates that, along with the incentre and circumcentre, the point of intersection of the principal diagonals of a $2m$-gon is invariant under the motion. Such invariants -- here called Poncelet invariants -- have been studied for two centuries, in particular for triangles and bicentric quadrilaterals. …”
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Generalized invexity and generalized invariant monotonicity by Yang, X., Yang, X., Teo, Kok Lay

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