[PDF] Top 20 6. Some results on $(LCS)_{2n+1}$-Manifolds
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6. Some results on $(LCS)_{2n+1}$-Manifolds
... A non-flat Riemannian manifold M is said to be pseudo projectively recurrent if the pseudo-projective curvature tensor P satisfies the condition ∇P = A ⊗ P , where A is an everywhere non-zero 1-form. We now define ... See full document
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Implementation of Arithmetic unit for RNS using 2n 3 as Base
... The device utilization summary report shows the number of LUTs utilized. The device summary report also gives number of LUT pairs and some of IO blocks used. The total gate delay is 22.188ns. As compared to the ... See full document
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Cross color channel perceptually adaptive quantization for HEVC
... a 2N×2N CU level perceptual quantization technique in HEVC [5, 6], exploits this fact by applying a higher QP — relative to the slice level QP — to regions in a CU in which the luma CB consists of ... See full document
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6. On LP-Sasakian Manifolds
... The notion of a Lorentzian Para Sasakian manifold was introduced by K. Mat- sumoto [9]. I. Mihai and R. Rosca [11] defined the same notion independently and they obtained several results on this manifold. Also ... See full document
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Design of High Speed Modulo 2n+1 Adder
... In this section, first compare all the diminished-1 adders that use the totally regular parallel-prefix IEAC adders presented in the previous sections against the diminished-1 adders proposed and those that ... See full document
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Modulo 2n±1 Adder/Subtractors for DSP Applications
... The above equation tells us that the difference of A and B is the sum of A and B̅ taken modulo 2 n +1 times with a correction term equal to 3. As in [6] it is shown that sum of A and B operands can be ... See full document
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Orthogonality of Homogeneous geodesics on the tangent bundle
... Finsler manifolds have been studied by many authors. For results on homogeneous geodesics in homogeneous Finsler manifolds and some properties on symmetric Finsler spaces we refer for example ... See full document
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The generalized $B$ curvature tensor on $(LCS)_{n}$-manifolds
... B(ξ , U)B(X ,Y )ξ − B(B(ξ ,U)X ,Y )ξ (7.5) −B(X, B(ξ ,U )Y )ξ − B(X,Y )B(ξ ,U )ξ = 0. By using (2.9), (2.12) and (2.15) in (7.5) and then taking inner product with respect to ξ and finally plugging X = ξ , we get S(U,Y ) ... See full document
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21. Common fixed point theorems via w-distance
... studied some fixed point theorems. The aim of this paper is to obtain some common fixed point results by using the notion of w-distance in a metric ...Our results generalize some ... See full document
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Hamiltonian Decomposition Of Complete Fuzzy Graphs And Some Results Using Fuzzy Matrices
... section 1 focuses the abstract of this ...with 2n vertices into Hamiltonian fuzzy cycles. Some results using fuzzy matrices are discussed in section ... See full document
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6. $\phi $ -conharmonically symmetric Sasakian manifolds
... Abstract. We consider some conditions on conharmonic curvature tensor ˜ C, which has many applications in physics and mathematics. We prove that every ϕ-conharmonically symmetric n-dimensional (n > 3), Sasakain ... See full document
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The Importance of Study Cryptographic Properties of H Boolean Function with Hamming Weight of 2n 1 + 2n 2
... 3D EVC is based on elliptical vibration cutting, to achieve elliptical vibration cutting in space by using auxiliary in cutting device. The moving trajectory of the tool relative to the workpiece was shown in Figure ... See full document
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SOME CURVATURE CONDITIONS ON α COSYMPLECTIC MANIFOLDS
... Riemannian manifolds are generalizations locally symmetric manifolds and pseudo symmetric manifold, ...are manifolds in which the covariants derivative ∇ R of the curvature tensor R is a linear ... See full document
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Some algorithms for equilibrium problems on Hadamard manifolds
... The auxiliary principle technique is used to suggest and analyze an explicit method for solving the equilibrium problems on Hadamard manifolds. It is shown that the conver- gence analysis of this method requires ... See full document
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4. On the Lie derivative of forms of bidegree
... The Lie derivative on differential forms is important operation. This is a gener- alization of the notion of directional derivative of a function. The Lie differentiation theory plays an important role in studying ... See full document
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The Application of LCS and Information Entropy as a Novel Fusion Algorithm for Degradation Feature Extraction
... that some important fault information may be lost due to the inherent disadvantages during signal processing ...pumps, some modifications must be made to extract the sensitive features effectively ... See full document
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On Sectional Curvatures of (ε) Sasakian Manifolds
... )-Sasakian manifolds. When = − 1 and the index of g is an odd number (v = 2s + 1), then M is a time-like Sasakian manifold and M is a space-like Sasakian manifold when = − 1 and v = ...= ... See full document
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Some Inequalities for f-Divergence Measures Generated by 2n-Convex Functions
... Similar results may be considered for other log-convex functions for which the log-derivatives are function of specific interest and generating δ−divergences which can be easier to ... See full document
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7. Some properties of Lorentzian Sasakian manifolds with Tanaka-Webster connection
... 2.2. Tanaka-Webster connection on a Sasakian manifold. Now, we review the Tanaka-Webster connection, on a (2n + 1)- dimensional Sasakian manifold M with Lorentzian metric g, see [16] and [17]. We denote by ... See full document
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RNS Based on Shannon Fano Coding for Data Encoding and Decoding Using {2n-1, 2n, 2n+1} Moduli Sets
... Thus, the RNS representation of 120 is 1, 0, 3 9:; 2,5,7 . Several recent contributions exist in data compression and encryption, which tend to view the subject from the outlook of data transmission only and ... See full document
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