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Research paper in mathematics
To browse Academia. edu and the wider internet faster and more securely, please take a few seconds mathematics research paper upgrade your browser. Skip to main content. edu no longer supports Internet Explorer. Log In Sign Up. Mathematics 1, Followers. Papers People. Two new methods to design digital filters. ABSTRACT This paper presents two new methods for designing digital filters using Fourier series expansion, mathematics research paper.
The first method employs the impulse response mathematics research paper the filter, and the second method uses an FIR transform to obtain a digital filter The first method employs the impulse response of the filter, and the second method uses an FIR transform to obtain a digital filter from analog filter transfer function.
Experimental results illustrate the accuracy of the methods, mathematics research paper. Save mathematics research paper Library. Fatty-acid chain tilt angles and directions in dipalmitoyl phosphatidylcholine bilayers. Weathering of soil minerals and distribution of elements: Pedochemical aspects1. The second-order Klein-Gordon field equation. We introduce and discuss the generalized Klein-Gordon second-order partial differential equation in the Robertson-Walker space-time, using the Casimir second-order invariant operator written in hyperspherical coordinates.
The de Sitter The de Sitter and anti-de Sitter space-times are recovered by means of a convenient choice of the parameter associated to the space-time curvature. As an application, we discuss a few properties of the solutions. We also discuss the case where we have positive frequency exponentials and the creation and annihilation operators of particles with known quantum numbers, mathematics research paper.
Finally, we recover the Minkowskian case, mathematics research paper, that is, the case of null curvature. Limits to Dependability Assurance--A Controversy Revisited. MTBF is meaningless in software reliability. A Multi-Carrier Waveform Design for 5G and beyond Communication Systems.
The next generation communication network NGCN is expected to provide higher spectral efficiency, low latency, large throughput and massive machine-to-machine type communications. In this regard, the design of the multi-carrier waveform In this regard, the design of the multi-carrier waveform MCW is posing a major research problem for the NGCN, mathematics research paper. To overcome the stated problem, a lot of state-of-the-art work exists that proposes various MCW alternative to the standard orthogonal frequency division multiplexing OFDM waveform.
It is true that OFDM was used in a number of real-time communication systems of fourth generation 4G networks. However, their use in the upcoming fifth generation 5G network is not very feasible. This is because of the strict requirements of 5G communication systems, which also extend beyond 5G systems; hence rendering the use of OFDM infeasible for newer communication standards.
To satisfy the requirements of upcoming communication networks, there is a dire need for MCWs with better flexibility. In this regar The ALICE Collaboration, mathematics research paper. Awes,31 J. Äysto,32 M. Danish Azmi,11 S. Bablock,18 A. Badalà,33 SK Badyal,34 J.
Baechler,9 S, mathematics research paper. Bagnasco,15 R. Bailhache,19 R. Bala,34 A Stolpovsky,55 P. Strme n,64 JS Stutzmann,4 G. Su,62 T. Sugitate,92 M. Suire,51 T. Susa,24 K. Sushil Kumar, An Extended TOPSIS Method with Unknown Weight Information in Dynamic Neutrosophic Environment, mathematics research paper.
Decision-making activities are prevalent in human life. Many methods have been developed to address real-world decision problems. In some practical situations, decision-makers prefer to provide their evaluations over a set of criteria and In some practical situations, decision-makers prefer to provide their evaluations over a set of criteria and weights. However, in many real-world situations, problems include a lack of weight information for the times, criteria, and decision-makers DMs, mathematics research paper.
To remedy such discrepancies, an optimization model has been proposed to determine the weights of attributes, times, and DMs. A new concept related to the correlation measure and some distance measures for the dynamic interval-valued neutrosophic set DIVNS are defined in this paper.
An extend Technique for Order of Preference by Similarity to Ideal Solution TOPSIS method in the interval-valued neutrosophic set with unknown weight information in dynamic neutrosophic environments is developed. Finally, a practical example is discussed to illustrate the feasibility and effectiveness of the proposed method. M-CFIS-R: Mamdani Complex Fuzzy Inference System with Rule Reduction Using Complex Fuzzy Measures in Granular Computing.
Complex fuzzy theory has strong practical background in many important applications, especially in decision-making support systems.
Recently, the Mamdani Complex Fuzzy Inference System M-CFIS has been introduced as an mathematics research paper tool for Recently, the Mamdani Complex Fuzzy Inference System M-CFIS has been introduced as an effective tool for handling events that are not restricted to only values of a given time point but also include all values within certain time intervals i.
In such decision-making problems, the complex fuzzy theory allows us to observe both the amplitude and phase values of an event, thus resulting in better performance. However, one of the limitations of the existing M-CFIS is the rule base that may be redundant to a specific dataset. In order to handle mathematics research paper problem, mathematics research paper, we propose a new Mamdani Complex Fuzzy Inference System with Rule Reduction Using Complex Fuzzy Measures in Granular Computing called M-CFIS-R.
Several fuzzy similarity measures such as Complex Fuzzy Cosine Similarity Measure CFCSMmathematics research paper, Complex Fuzzy Dice Similarity Measure CFDSMa The theory of speciation via the founder principle. The founder principle has been used to explain many instances of rapid speciation. The basic theoretical edifice lies upon the fact that founder event can sometimes lead to an accumulation of mathematics research paper and an induction of gametic disequilibrium.
This, in turn, causes alleles to be selected more for their homozygous fitness effects and for their effects on a more stable genetic background. Selection occurring in multi-locus systems controlling integrated developmental, physiological, behavioral, etc, traits is particularly sensitive to these founder effects.
If sufficient genetic variability exists in the founder mathematics research paper, such multilocus genetic systems can respond to drift and the altered selective forces by undergoing a rapid shift to a new adaptive peak known as the genetic transilience. A geneti The general relationship between average effect and average excess. SummaryThe average effect and average excess both measure the phenotypic effects of gametes in a population. A matrix notation is introduced that provides a general analytical solution for the average effects at a single locus with k A matrix notation is introduced that provides a general analytical solution for the average effects at a single locus with k alleles that can be solved for any population regardless of its genotype frequencies.
This same notation also provides an easy way of deriving and generalizing to k alleles the well-known relationships between average effects and average excesses that exist under random-mating and regular deviations from Hardy—Weinberg equilibrium due to inbreeding. Inbreeding: one word, several meanings, much confusion.
Introduction: The Major Breakthrough in Scientific Pratice. While the positivists argued for a spontaneous, steady and continuous growth of scientific knowledge the post-positivists make a strong case for a fundamental discontinuity in the development of While the positivists argued for a spontaneous, steady and continuous growth of scientific knowledge the post-positivists make a strong case for a fundamental discontinuity in the development of science which can only be explained by Whole genome selection: an overview.
Configural Properties in Graphic Displays and Their Effects on Processing. Memorial Consequences of Display Coding. Volume regulation of human lymphocytes by aldosterone in isotonic media. In vitro binding of aldosterone to mineralocorticoid receptors on human mononuclear leukocytes HML and its effects on the intracellular sodium and potassium concentrations of HML have already been described. In the present paper this In the present paper this easily accessible human cell model was mathematics research paper with regard to the regulation of the cell volume by aldosterone, mathematics research paper, since the concordant changes of sodium and potassium were expected to be accompanied by water and volume shifts.
One hundred forty nanomoles canrenone antagonized the action of aldosterone, but cortisol was ineffective. The results indicate concordant changes of intracellular sodium and potassium and cell volume, mathematics research paper, if studied under the same conditions.
These data are mathematics research paper first to demonstrate that aldosterone is a major physiological determinant of lymphocyte volume in isotonic media. Sisters in Sport Science: A Sport-Oriented Science and Mathematics Enrichment Program. Related Topics. Applied Mathematics. Follow Following.
Have all math problems been solved? What is mathematical research?
, time: 16:08Isaac Newton’s Contribution to Mathematics – Essay Paper
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