Journal of Mathematics is an English language a peer-reviewed open access scholarly journal which publishes high quality scientific research work in the field of mathematical sciences.

Journal of Mathematics is an English language a peer-reviewed open access scholarly journal which publishes high quality scientific research work in the field of mathematical sciences. Contents The Proof of The Riemann HypothesisEnoch Opeyemi OluwoleThe Dawn of a New Era Arun S. MuktibodhHilbert's foundations remain intact Tony PalmerSome optimal control problems of hydrodynamic processes L. A. Muravey V. M. Petrov A. M. Romanenkov I. M. GermanThe Proof of Riemann Hypothesis Mena Adel Nagy Asham, Mena Fady Adel Nagy, Mena Marian Adel NagyProcess Analysis of Simplex Method Santit NarabinLossless Image Compression Using Quadtree Algorithm Djamel Eddine Boukhari, Farid Allou, Gerald SchaeferA Comparative Study and Simulation on S-P Networks and Feistel Structures Blerina Celiku, Ilia NinkaStatistical Convergence Of Banach Valued Martingales Danjela Braho, Agron Tato

International Scientific Journal - Journal of Mathematics, Volume 1, Issue 2. Contents: A matrix that generates the point spectral of the Riemann Zeta function Enoch Opeyemi Oluwole Characterization of P-Compactly Packed Modules Over Non-Commutative Rings Lamis J.M. Abu Lebda Data Compression and Data Classification Bruno Carpentieri Stochastic fractal interpolation with variable parameters Ildiko Somogyi, Anna Soos "

Journal of Mathematics is an English language a peer-reviewed open access scholarly journal which publishes high quality scientific research work in the field of mathematical sciences.

Systems Factorial Technology: A Theory Driven Methodology for the Identification of Perceptual and Cognitive Mechanisms explores the theoretical and methodological tools used to investigate fundamental questions central to basic psychological and perceptual processes. Such processes include detection, identification, classification, recognition, and decision-making. This book collects the tools that allow researchers to deal with the pervasive model mimicry problems which exist in standard experimental and theoretical paradigms and includes novel applications to not only basic psychological questions, but also clinical diagnosis and links to neuroscience. Researchers can use this book to begin using the methodology behind SFT and to get an overview of current uses and future directions. The collected developments and applications of SFT allow us to peer inside the human mind and provide strong constraints on psychological theory. - Provides a thorough introduction to the diagnostic tools offered by SFT - Includes a tutorial on applying the method to reaction time data from a variety of different situations - Introduces novel advances for testing the significance of SFT results - Incorporates new measures that allow for the relaxation of the high accuracy criterion - Examines tools to expand the scope of SFT analyses - Applies SFT to a spectrum of different cognitive domains across different sensory modalities

The mathematical combinatorics is a subject that applying combinatorial notion to all mathematics and all sciences for understanding the reality of things in the universe, motivated by CC Conjecture of Dr.Linfan MAO on mathematical sciences. TheMathematical Combinatorics (International Book Series) is a fully refereed international book series with an ISBN number on each issue, sponsored by the MADIS of Chinese Academy of Sciences and published in USA quarterly, which publishes original research papers and survey articles in all aspects of mathematical combinatorics, Smarandachemulti-spaces, Smarandache geometries, non-Euclidean geometry, topology and their applications to other sciences.

The international scientific journal “All Sciences”, created by “Electron Laboratory” LLC and the Electron Scientific School, is a scientific publication that publishes the latest scientific results in various fields of science and technology, which is also a collection of publications on the above topics by a board of authors and reviewed by the editorial Board (academic Council) of the Electron Scientific School and on the Ridero platform monthly.

This book provides an introduction to the theory, method, and practice of State-Trace Analysis (STA), and includes a detailed tutorial on the statistical analysis of state-trace designs. The book offers instructions on how to perform state-trace analysis using the authors' own publicly-available software in both Matlab and R. The book begins by discussing the general framework for thinking about the relationships between independent variables, latent variables, and dependent variables. Subsequent chapters provide a software package that can be used to fit state-trace models as well as additional designs and examples. The book concludes with a discussion on potential extensions of STA and additional aspects of its application. State-Trace Analysis will be of interest to researchers and graduate students working in experimental, applied, and cognitive psychology.

This book consisting of three sections; Mathematical Sciences, Physical Sciences and Multidisciplinary Sciences. It contains the articles contributed by well known researchers.