General Mathematics

1602 Submissions

[28] viXra:1602.0377 [pdf] submitted on 2016-02-29 23:45:46

Primeness Test {Version III}

Authors: Ramesh Chandra Bagadi
Comments: 36 Pages.

In this research manuscript, the author presents a 'Primeness Test' using which one can infer if any given number is Prime or Not.
Category: General Mathematics

[27] viXra:1602.0373 [pdf] submitted on 2016-02-29 08:09:15

About a Polynomial of Sixth Grade

Authors: Edgar Valdebenito
Comments: 7 Pages.

We present some relationships that involve a polynomial of sixth grade
Category: General Mathematics

[26] viXra:1602.0367 [pdf] submitted on 2016-02-28 22:45:17

Primeness Test {Version II}

Authors: Ramesh Chandra Bagadi
Comments: 36 Pages.

In this research investigation, the author has presented a 'Primeness Test' which can be used to test if any number is Prime or not.
Category: General Mathematics

[25] viXra:1602.0354 [pdf] submitted on 2016-02-27 23:02:51

Primeness Test

Authors: Ramesh Chandra Bagadi
Comments: 28 Pages.

In this research investigation the author presents a Scheme of ‘Constructing The Primality Tree Of Any Given Set’.
Category: General Mathematics

[24] viXra:1602.0342 [pdf] submitted on 2016-02-27 07:04:13

Pi Formulas , Part 7 : Machin Formulas

Authors: Edgar Valdebenito
Comments: 39 Pages.

In this note we give some formulas for the constant pi
Category: General Mathematics

[23] viXra:1602.0334 [pdf] replaced on 2016-07-05 05:10:42

The P Versus NP Problem. Refutation.

Authors: Petr E. Pushkarev
Comments: 5 Pages.

In the article we provides an response to the problem of equality of P and NP classes, which is also called the Millennium problem. As a result, given the complete result of equality. For theory of refutation we use method of "reductio ad absurdum". We use tensor analysis which for define objects, such considered relatively to the Turing machine computation. The goal was to give an answer to a proble that has affected to degree of the proof calculation's details. The result can be obtained relative to the current problems of equality P and NP classes, but other than that give an opportunity to explore the computational process more.
Category: General Mathematics

[22] viXra:1602.0326 [pdf] submitted on 2016-02-25 08:08:44

The Omega Constant : Part 1

Authors: Edgar Valdebenito
Comments: 19 Pages.

In this note we show some formulas for omega constant
Category: General Mathematics

[21] viXra:1602.0298 [pdf] submitted on 2016-02-24 08:03:52

Pi Formulas, Part 6 :Some General Formulas for the Constant pi

Authors: Edgar Valdebenito
Comments: 5 Pages.

In this note we give some formulas for the constant pi
Category: General Mathematics

[20] viXra:1602.0290 [pdf] submitted on 2016-02-22 22:42:43

Primality Tree Of Any Given Set

Authors: Ramesh Chandra Bagadi
Comments: 27 Pages.

In this research investigation, the author has presented a Novel Scheme to construct the ‘Primality Tree Of Any Given Set’.
Category: General Mathematics

[19] viXra:1602.0284 [pdf] submitted on 2016-02-22 07:41:13

Pi Formulas, Part 5: Formula for the Constant pi

Authors: Edgar Valdebenito
Comments: 4 Pages.

In this note we give one formula for the constant Pi
Category: General Mathematics

[18] viXra:1602.0203 [pdf] submitted on 2016-02-17 06:56:20

Pi Formulas , Part 4: Ten Notes Related with the Constant pi

Authors: Edgar Valdebenito
Comments: 38 Pages.

In this note we give some formulas related to the constant Pi
Category: General Mathematics

[17] viXra:1602.0196 [pdf] submitted on 2016-02-16 23:19:59

A Locally Parameter Element-Wise Linear Transformations Based Forecasting Model For Dynamic State Systems With Large Number Of Parameters

Authors: Ramesh Chandra Bagadi
Comments: 26 Pages.

In this research investigation, the author has presented ‘A Locally Parameter Element Wise Linear Transformations Based Forecasting Model For Dynamic State Systems With Large Number Of Parameters’.
Category: General Mathematics

[16] viXra:1602.0195 [pdf] submitted on 2016-02-16 23:22:52

The Universal Constraint

Authors: Ramesh Chandra Bagadi
Comments: 24 Pages.

In this research investigation, the author has presented a Scheme for Deriving ‘The Universal Constraint’ which can be used especially for Prediction of any aspect of concern to Holisticness.
Category: General Mathematics

[15] viXra:1602.0194 [pdf] submitted on 2016-02-16 23:30:30

A Locally Linear Transformations Based Forecasting Model For Dynamic State Systems -II

Authors: Ramesh Chandra Bagadi
Comments: 28 Pages.

In this research investigation, the author has presented ‘A Locally Non-Linear Transformations Based Forecasting Model For Dynamic State Systems’.
Category: General Mathematics

[14] viXra:1602.0175 [pdf] submitted on 2016-02-15 05:07:50

A Locally Linear Transformations Based Forecasting Model For Dynamic State Systems

Authors: Ramesh Chandra Bagadi
Comments: 25 Pages.

In this research investigation, the author has presented ‘A Locally Linear Transformations Based Forecasting Model For Dynamic State Systems’.
Category: General Mathematics

[13] viXra:1602.0171 [pdf] submitted on 2016-02-14 18:50:25

Point Equation, Line Equation, Plane Equation etc and Point Solution, Line Solution, Plane Solution etc —Expanding Concepts of Equation and Solution with Neutrosophy and Quad-stage Method

Authors: Fu Yuhua
Comments: 12 Pages.

The concepts of equations and solutions are constantly developed and expanded. With Neutrosophy and Quad-stage method, this paper attempts to expand the concepts of equations and solutions in the way of referring to the concepts of domain of function, the geometry elements included in domain of function, and the like; and discusses point equation, line equation, plane equation, solid equation, sub-domain equation, whole-domain equation, and the like; as well as point solution, line solution, plane solution, solid solution, sub-domain solution, whole-domain solution, and the like. Where: the point solutions may be the solutions of point equation, line equation, plane equation, and the like; similarly, the line solutions may be the solutions of point equation, line equation, plane equation, and the like; and so on. This paper focuses on discussing the single point method to determine "point solution". Key words: Neutrosophy, Quad-stage, point equation, line equation, plane equation, point solution, line solution, plane solution, single point method
Category: General Mathematics

[12] viXra:1602.0161 [pdf] submitted on 2016-02-13 23:50:58

Constructing The Primality Tree Of Any Set

Authors: Ramesh Chandra Bagadi
Comments: 30 Pages.

In this research investigation the author presents a Scheme of ‘Constructing The Primality Tree Of Any Given Set’.
Category: General Mathematics

[11] viXra:1602.0109 [pdf] submitted on 2016-02-09 12:15:09

Pi Formulas , Part 2

Authors: Edgar Valdebenito
Comments: 16 Pages.

In this note we give some formulas related to the constant Pi
Category: General Mathematics

[10] viXra:1602.0108 [pdf] submitted on 2016-02-09 12:18:08

Pi Formulas , Part 3 , On Arctangent Relations for Pi

Authors: Edgar Valdebenito
Comments: 6 Pages.

In this note we give some formulas related to the constant Pi
Category: General Mathematics

[9] viXra:1602.0079 [pdf] submitted on 2016-02-06 10:52:52

Possible Subjects for the High School Entrance Examination and the Capacity Examination in Romania

Authors: Sami Drăghici, Constantin Coandă, Ionuț Ivănescu, Gheorghe Duță, Florentin Smarandache, Gheorghe Drăgan, Lucian Tuțescu, Jean Ilie
Comments: 340 Pages.

The present book tries to offer students and teachers knowledge evaluation tools for all the chapters from the current Romanian mathematics syllabi for grades V-VIII students. In the evolution of teenagers, the phase of admission in high schools mobilizes particular efforts and emotions. The present workbook aims to be a permanent advisor in the agitated period starting with the capacity examination and leading to the admittance to high school. The tests included in this workbook have a complementary character as opposed to the many materials written with the purpose to support all those who prepare for such examinations and they refer to the entire subject matter included in the analytical mathematics syllabus of arithmetic in Romania, algebra and geometry from the lower secondary grades. These tests have been elaborated with the intention to offer proper support to those who use the workbook, assuring them the success and extra preparation for future exams. Translated From Romanian into English by Florentin Smarandache, 2016.
Category: General Mathematics

[8] viXra:1602.0072 [pdf] submitted on 2016-02-06 06:53:37

The Number pi and the Lerch Transcendent Function

Authors: Edgar Valdebenito
Comments: 7 Pages.

In this note we give some formulas related to the number Pi and the Lerch transcendent function
Category: General Mathematics

[7] viXra:1602.0071 [pdf] submitted on 2016-02-06 06:57:02

Pi Formulas , Part 1

Authors: Edgar Valdebenito
Comments: 5 Pages.

In this note we give some formulas related to the constant Pi
Category: General Mathematics

[6] viXra:1602.0063 [pdf] submitted on 2016-02-05 12:07:58

The Number pi and the Riemann Zeta Function

Authors: Edgar Valdebenito
Comments: 7 Pages.

In this note we give some formulas related to the number Pi and the Riemann zeta function
Category: General Mathematics

[5] viXra:1602.0042 [pdf] submitted on 2016-02-03 16:01:33

The Mathematics of Harmony

Authors: Alexey Stakhov
Comments: 739 Pages.

It is clear to me that “Mathematics of Harmony,” created by Professor Stakhov, has huge interdisciplinary importance as this mathematical disci pline touches the bases of many sciences, including: mathematics, theoretical physics, and computer science. Stakhov suggested mathematical education reform based on the ideas of Harmony and the Golden Section. This reform opens the doors for the development of mathematical and general education curriculum. It would greatly contribute to the development of the new scien tific outlook based on the principles of Harmony and the Golden Section. Yuri Mitropolsky
Category: General Mathematics

[4] viXra:1602.0036 [pdf] submitted on 2016-02-03 08:09:44

Some Integral Representations for the Constant Pi

Authors: Edgar Valdebenito
Comments: 6 Pages.

In this note we show some integrals to the constant Pi
Category: General Mathematics

[3] viXra:1602.0029 [pdf] submitted on 2016-02-02 15:11:13

History of Mathematics in Angola

Authors: João António Pequito Minga, Maria Isabel Nobre Santos, José Carlos Tiago de Oliveira
Comments: 49 Pages.

NOMENFInício EGUA/ULSaída EGUA/ULCategoriaEspecialidade António Aniceto Monteiro19071980---------------------Emérito Univ. Nac. del SurMatemático Délio N. Santos1912197709/19631968CatedráticoFilósofo José L. R. Martins1914199409/19631974CatedráticoFísico David L. Gagean1916199409/19631974ExtraordinárioMatemático/ Engenheiro Sérgio D. Fonseca1913199410/19631974AssistenteMatemático/ Engenheiro Carlos Dinis da Gama1941-----04/196809/1974CatedráticoEngenheiro Minas José N. Marat Mendes1939----19681975AssociadoFísico Pedro Braumann19192003196908/1974CatedráticoMatemático Manuel F. Laranjeira1928200319691974CatedráticoFísico Gerberto C Dias1940----10/19691974AssociadoMatemático José M. Sena Neves1936----10/196908/1974AssistenteMatemático Manuel N. Murta1919199204/197010/1973CatedráticoMatemático Carlos Alberto Medeiros1942----10/19701974CatedráticoGeógrafo José Frederico D Ludovice1919200710/19701975AssistenteArquitecto Nair L. Santos1942----10/19701975AssistenteMatemática João C. M. Raposo Beirão1929200619711976AssistenteMatemático Hélder F. Coelho1944----19711973CatedráticoMatemático/ Informático Carlos Braumann1951----10/19711974CatedráticoMatemático José Marques Henriques1941----02/197205/1975AssociadoMatemático/ Informático Augusto Damas Mora C. Moutinho1942----10/197208/1974AssistenteMatemático/ Engenheiro José Tiago F. Oliveira1928199219721973CatedráticoMatemático Augusto Mesquitela Lima1929200703/19731974CatedráticoAntropólogo Abílio Alves Fernandes1934----10/19732009TitularEngenheiro Geógrafo Álvaro D. Nunes1939----10/197308/1975AssociadoMatemático José Carlos B. Tiago de Oliveira 1954----19741975AuxiliarMatemático Carlos Bettencourt Faria192419761956 Obs. Mulemba07/1976Director Centro Espacial. MulembaAstrónomo Autodidacta Ilídio Peres do Amaral1926----1957 IICACatedráticoGeógrafo Jerónimo Wanga1934200701/1975 Governo ProvisórioMinistro da EducaçãoMatemático
Category: General Mathematics

[2] viXra:1602.0024 [pdf] submitted on 2016-02-02 12:12:26

Infinite Products

Authors: Edgar Valdebenito
Comments: 11 Pages.

Infinite Products,Constants classic,Riemann zeta function,Radicals,...
Category: General Mathematics

[1] viXra:1602.0009 [pdf] submitted on 2016-02-01 12:41:43

Metallic Numbers , Mathematical Constants

Authors: Edgar Valdebenito
Comments: 8 Pages.

Formulas involving metallic numbers shown
Category: General Mathematics