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PARTICULAR
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Page No.
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CHARACTERIZATION OF
INTUITIONISTIC MULTI-FUZZY NORMAL SUBGROUP
S.Balamurugan
Abstract:
For any intuitionistic multi-fuzzy set A = { < x , A(x) , A(x) > : xX} of an
universe set X, we study the crisp multi-set { xX : i(x) i , i(x) ii } of X . In this
paper, an attempt has been made to study some algebraic nature of intuitionistic multi-fuzzy
normal subgroup and their properties are discussed.
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1-20
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SYMMETRIES AND CONSERVATION LAWS IN ELEMENTARY PARTICLE
LALIT KUMAR
Abstract:
Role of symmetry is very crucial to explain the various
properties and behaviour of the elementary particles. Every
symmetry are always associated with corresponding
conservation law and it can be either discrete or continuous in
nature. The symmetries of the standard model associated with
the electromagnetic interaction, weak and strong force are
described by the groups U(1), SU(2) and SU(3).Fundamental
aspect for some of the symmetry like as permutation
symmetry, continuous space-time symmetry, discrete
symmetry are elaborated here. higher level of symmetry
flavour symmetry, super symmetry and SU(5) symmetry for
unification is also discuss here. Various cause of symmetry
breaking is discussed here. Consequences of the existence of
symmetry is that a corresponding conservation law like as
conservation of charge, linear momentum, angular momentum,
energy, baryon number, lepton number, parity etc. In this
research paper elaboration of various conservation law and its
consequences is also done in modern context.
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21-37
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SOLUTION OF TWO DIMENSIONAL PARTIAL DIFFERENTIAL
EQUATIONS USING FINITE DIFFERENCE METHOD
Dr. Sanjay Goyal
Abstract:
In this research paper, we find the analytical and numerical solutions of “Laplace‟s
and Poisson‟s differential equations” satisfying the given boundary conditions, using numerical
methods. Mainly, we focus on solution of two dimensional differential equations to understand
the concept of Finite Difference Method (FDM).
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38-43
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Study of Molecular Spectroscopy of 4-n-octyl, 4′cyanobiphenyl (8CB) and 4′-
octyloxy-4-cyanobiphenyl (8OCB) liquid crystal Molecules using Density Functional
Theory
Divya Singh
Abstract:
In this article, an attempt has been made to obtain the optimized geometry
and calculate the IR and Raman vibration frequencies of 8CB and 8OCB
liquid crystals using DFT/B3LYP method with basis set 6-31G(d,p). The
molecules selected for the present investigation are quite interesting
because they show excellent chemical and thermal stability due to the
strong, and unique physical properties of the C–N bond, which contributes
to the performance and photonic applications.
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44-48
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AN OVERVIEW OF EVEN-EVEN NUCLEI
Bhuvan Bhasker Srivastava
Abstract:
A nucleus having an even number of neutrons and protons is called an even-even (EE)
nucleus in atomic physics. Approximately 60% of all stable nuclei are bosons, which mean
they have an integer spin. Using covariant density functional theory, the ground-state
properties of even–even nuclei from Z=10 to Z=20 are extensively investigated. The
influence of triaxiality on nuclear binding energy, including the mean-field part and the
rotational correlation energy, is investigated. There is a significant amount of triaxial
distortion in 38Si, 46S, and 48S. There is a small but significant effect of the triaxial
deformation degree of freedom on the a-field part of the nuclear binding energy in the
current nuclei. To make matters even more interesting, we demonstrate that
phenomenological collective correction helps to better reflect the evolution trend of the
N=20 shell gap by decreasing the root mean square of binding energies for 41 nuclei from
Ne to Ar by 2.22MeV to 1.60MeV
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49-56
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RESPONSE OF FOLIAR FEEDING OF MICRONUTRIENTS ON QUALITY
TRAITS AND ECONOMICS OF BITTER GOURD (MOMORDICA CHARANTIA L.)
UNDER CENTRAL ZONE OF (U.P.)
PRANJAL SINGH
Abstract:
The field experiment was conducted at Vegetable Research Farm, Kalyanpur of Chandra
Shekhar Azad University of Agriculture & Technology, Kanpur, Uttar Pradesh during kharif
season of 2019 the response of micronutrients on different quality traits and economics of
bitter gourd. The experiment was laid out in a Randomized Block Design (RBD) with three
replications. Fourteen different treatments of micronutrients combination were tested against
the control. Results of the experiment revealed that application of foliar feeding of mixture of
all micronutrients (boric acid @ 100 ppm + zinc sulphate @ 100 ppm + ammonium
molybdate @ 50 ppm + copper sulphate @ 100 ppm + ferrous sulphate @ 100 ppm +
manganese sulphate @ 100 ppm) (T7) produced significantly highest T.S.S content (5.45
0Brix), Vitamin-C content (64.62mg/100g), Cost of cultivation (53,881.0Rs/ha.), Gross
return (1,84,408.0Rs/ha.) Net return (1,30,527.0Rs/ha) and B:C ratio (3.42). Significantly
highest zinc content (85 ppm), Iron content (426 ppm) and copper content (22 ppm) were
found in fruits with the application of zinc sulphate @ 100 ppm (T2), ferrous sulphate @ 100
ppm (T5) and copper sulphate @ 100 ppm (T4) respectively. The lowest values of quality
traits and economics were recorded in control.
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57-67
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PHYSICS OF COSMIC ACCELERATION
Dr Krishna Kumar Singh
Abstract:
Since it was found that the universe expands earlier than originally thought, astronomy &
physical science have been flooded with activity. As a result of this finding, we may conclude that
our basic ideas about how gravity works at cosmic distances are erroneous. An easy solution to
the problem of general relativity is to add a constant to the field equations. For this reason, and
others, scientists have looked into several possible explanations for the anomalously low value of
the cosmological constant. These include, among other things, the advent of a novel negative-pressure fluid or changes to general relativity. Evidence for cosmic acceleration will be
examined in this section. Here are some of the theories that have been proposed to explain this
phenomenon, including the cosmological constant and its variations, quantum mechanic
variations of essence, mass-variable neutrinos, and general relativity modifications. Methods for
testing some of the theories presented in this Paper will be examined in this chapter's concluding
section.
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68-75
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Premeasure Spaces, Tight Functions And Extension toQuasi*-Measure
Bhawna Singh
Abstract:
The present paper deals with the theory of [0, 1] valued maps defined on a nonempty set X. We
have concentrated over the study of two types of functions, viz. tight functions and smooth
functions. The notions of lower and upper envelopes of a function defined on a sublattice K of
X
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are introduced, and are extensively used to prove several results. Finally it is obtained that
every supermodular and smooth from above function can be extended to an inner regular quasi*-
measure.
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76-86
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