Symmetric difference
A better scoring model for de novo peptide sequencing: the symmetric difference between explained and measured masses
... The algorithm computes a string of mass M that mini- mizes the symmetric difference by iteratively extending two paths in G. Both paths start at vertex 0. One path represents a prefix and the other path a ...
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Lecture1
... The symmetric difference of two sets is the set of elements which are in one of the sets, but not in ...The symmetric difference of the sets 𝐴 and 𝐵 is commonly denoted by ...
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Szeged Dimension and $PI_v$ Dimension of Composite Graphs
... corona, composition, disjunction and symmetric difference are investigated. An explicit relation has not been obtained for the Szeged index of these composite graphs. To formulate the Szeged index composite ...
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Some Results on Generalized Degree Distance
... and symmetric difference of graphs and introduce generalized and modified generalized degree distance poly- nomials of graphs, such that their first derivatives at x = 1 are respectively, equal to the ...
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Derivative Estimation Based on Difference Sequence via Locally Weighted Least Squares Regression
... derived symmetric difference sequence, we obtain a sequence of approximate linear regression representation in which the derivative is just the intercept ...
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Modified Generalized Degree Distance of Some Graph Operations
... Note that the degree distance and product-degree distance are degree-weight versions of the Wiener index. We encourage the interested readers to consult [7] [8] [9] for Wiener index. In [4] [10] [11] [12] [13] [14], ...
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Topologies Induced by Neighborhoods of a Graph Under Some Binary Operations
... In this paper, we revisit the construction of a topological space given in [1] and describe the topologies induced by the corona, edge corona, disjunction, symmetric difference, Tensor product, and the ...
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Topological Efficiency of Some Product Graphs
... The topological efficiency index of C 66 fullerene graph was computed in [16]. In [3], the topological efficiency of some product graphs such as Cartesian product, join, corona product, composition and hierarchical ...
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Sparse Kneser graphs are Hamiltonian
... We describe how to modify the cycle factor C k to join its cycles to a single Hamilton cycle. As indicated in Section 1.6, the modification operation consists in taking the symmetric difference with a ...
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Image processing in Smalltalk
... upper middle pane. • symmetricDiff --- Get the symmetric difference between two images in upper left pane and upper middle pane. • hitMissTrans --- To get the hit and miss[r] ...
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Defect indices of singular symmetric linear difference equations with complex coefficients
... In this section, several results on the positive and negative defect indices of Equation (1.1) and its equivalent forms; that is, (2.4) and (2.10), are given. It is first shown that for a class of symmetric ...
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Download Download PDF
... this invariant. Moreover, the unique tree with 4 ≤ D ≤ n − 3 and minimum RCW , the non- caterpillars with the smallest, the second smallest and the third smallest value of the recipro- cal complementary Wiener number are ...
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Forward models of torsional waves: dispersion and geometric effects
... More recently, several authors have reported observational evidence to support the existence of torsional waves in the core (Zatman & Bloxham 1997, 1999; Hide et al. 2000; Pais & Hulot 2000). Zatman & Bloxham ...
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Copositive Approximation by Using Whitney Theorem in
... The moduli of smoothness are intended for mathematicians working in approximation theory, numerical analysis and real analysis. Measuring the smoothness of a function by differentiability is too crude for many purposes ...
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A Numerical Method for Computing Radially Symmetric Solutions of a Dissipative Nonlinear Modified Klein-Gordon Equation
... The following procedures were used to approximate radially symmetric so- lutions to the dissipative nonlinear Klein-Gordon equation. Our method is implicit and makes use of Newton’s method with tolerance Tol to ...
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Focality is intuitive Experimental evidence on the effects of time pressure in coordination games
... the difference between Experiment 1 and 2 is whether the read- ing and understanding phase of the game was subjected to time pressure (Ex- periment 1) or not ...
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Certain fractional q symmetric integrals and q symmetric derivatives and their application
... The q-symmetric quantum calculus has proven to be useful in several fields, in par- ticular in quantum mechanics []. As noticed in [], consistently with the q-deformed theory, the standard q-symmetric ...
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Finite Element Method for a Kind of Two Dimensional Space Fractional Diffusion Equation with Its Implementation
... In this article, we consider a two-dimensional symmetric space-fractional diffusion equation in which the space fractional derivatives are defined in Riesz potential sense. The well-posed feature is guaranteed by ...
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Results of Symmetric Reverse bi-derivations on Prime Rings
... a symmetric bi-derivation has been introduced by Maksa in ...concerning symmetric bi-derivation on prime and semiprime ...and symmetric bi-derivations of prime and semiprime ...studied ...
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On Polynomial Symmetric and Polynomial Skew Symmetric Matrices
... of symmetric and skew symmetric matrices are extended to polynomial symmetric and polynomial skew symmetric ...polynomial symmetric and polynomial skew symmetric matrices are ...
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