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A New Technique to Solve the Instant Insanity Problem with 5 Cubes
Full text linkInstant Insanity consists of four cubes, each of whose six faces are colored with one of the four colors: red, blue, white, and green. The object is to stack the cubes in such a way that each of the four colors appears on each side of the resulting column.
Traditionally, this could be solved using graph theory. We solved this problem without using graph theory [1]. However, in this article, we introduce a new technique to solve the problem without using graph theory by adding another cuberesulting in a puzzle with five cubes instead of four cubes
Properties On A New Comprehensive Family Of Holomorphic Functions Associated With Ruscheweyh Derivative and Generalized Multiplier Transformations
Full text linkIn the present paper, a new comprehensive family of holomorphic functions, which includes various new subfamilies of holomorphic functions as well as some very well-known ones, is introduced. Sharp results concerning coefficient inequalities and distortion bounds of functions belonging to these families are determined. Furthermore, functions with negative coefficients belonging to these families are also investigated
Certain Orthogonal Polynomials for Solving Boundary Value Problems Using the Variational Iteration Method
Full text linkThis paper illustrates the use of certain orthogonal polynomials (Chebyshev polynomials) as trial functions in a variational iterative approach for solving 6th order boundary value problems (BVPs). The proposed method is validated through some numerical examples without any form of discretization or perturbation. The resulting numerical evidences show that the method is effective and accurate. All calculations are analyzed using maple18 software
A Closed Formula for the Sums of Squares of Generalized Tribonacci numbers
Full text linkIn this paper, closed forms of the sum formulas for the squares of generalized Tribonacci numbers are presented. As special cases, we give summation formulas of the squares of Tribonacci, Tribonacci-Lucas, Padovan, Perrin, Narayana and some other third order linear recurrance sequences
On Four Special Cases of Generalized Tribonacci Sequence: Tribonacci-Perrin, modified Tribonacci, modified Tribonacci-Lucas and adjusted Tribonacci-Lucas Sequences
Full text linkIn this paper, we investigate four new special cases, namely, Tribonacci-Perrin, modified Tribonacci, modified Tribonacci-Lucas, adjusted Tribonacci-Lucas sequences, of the generalized Tribonacci sequences. We present Binet's formulas, generating functions, Simson formulas, and the summation formulas for these sequences. Moreover, we give some identities and matrices related with these sequences
What is citizenship and what does it mean to lose it
Full text linkThe article conceptualises different definitions of citizenship, drawing parallels between citizenship and humanness. it envisages the meaning of losing citizenship and places in it in a wider ambit of the contemporary Indian political context. Using the example of the recent law called Citizenship Amendment Act in India, it deduces how citizenship is a prerogative to be considered human and those without it face violence largely justified and appropriated not just by society but also by law. 
On 2-absorbing Primal Hyperideals Of Multiplicative Hyperrings
Full text linkLet R be a commutative multiplicative hyperring. In this paper, we introduce the concept of 2-absorbing primal hyperideals. A non zero hyperideal I of a multiplicative hyperring R is called a 2-absorbing primal hyperideal of R if the set of all elements in R; that are not 2-absorbing prime to I forms a hyperideal of R; denoted (I) = fd 2 R; d is not a 2 - absorbing prime to Ig: We study properties of 2-absorbing primal hyperideals and introduce a number of results concerning 2-absorbing primal hyperideals illustrated by several examples of 2-absorbing primal hyperideals
A Total Economic Value of Seberuang Ancestral Forest in West Kalimantan - Indonesia: Benefit Transfer Method
Full text linkThe study of economic resources in ancestral forests continues to develop in line with the emergence agendas of sustainable development goals. In Indonesia, ancestral forests are undergoing a serious alteration of its functions, leading to deforestation, ecological disasters, infectious diseases and social problems. The purpose of this study was to calculate the total economic value of ancestral forest in Riam Batu Village, Sintang Regency, Indonesia by using the benefit transfer method. This study found the Total Economic Value (TEV) of IDR 2.8 trillion per year or equivalent of US $ 189,672,579.00. The largest composition is Indirect Use Value which is equal to 99.62% of TEV while Direct Use Value shares of 0.37%, and the rest is Non Use Value, 0.03%. The TEV is equivalent to 16% of the total GRDP of Sintang Regency which is amounting to IDR 14.7 trillion in 2019, and is almost equivalent to the total GRDP of the agriculture, forestry and fisheries sub-sector which reached IDR 3.1 trillion. This research succeeded in building novelty in calculating isolated ancestral forest area that has not been much taken into account by decision makers in designing development programs and policies
A Geometric Construction of Multiwavelet Sets of L^2(R) and H^2(R)
Full text linkIn the present article we construct symmetric multiwavelet sets of finite order in L^2(R) and multiwavelet sets in H^2(R) by considering the geometric construction determining wavelet sets provided by N. Arcozzi, B. Behera and S. Madan for large classes of minimally supported frequency wavelets of L^2(R) and H^2(R)
Calibration Estimation for Ratio Estimators in Stratified Sampling for Proportion Allocation
Full text linkCalibration has established itself as an important methodological instrument in large scale production of statistics. In this paper, we propose calibration estimation for ratio estimator in stratified sampling and derive the estimator of the variance of the calibration estimation ratio estimator in stratified sampling in case proportion allocation