Proceedings of the Introduction to Neutrosophic Physics Unmatter Unparticle International Conference

Proceedings of the Introduction to Neutrosophic Physics  Unmatter   Unparticle   International Conference

International Conference: Introduction to Neutrosophic Physics: Unmatter & Unparticle, The University of New Mexico, Mathematics & Sciences Department, 200 College Rd., Gallup, New Mexico, USA, December 2—4, 2011 The American ...

Author: editor Florentin Smarandache

Publisher: Infinite Study

ISBN: 9781599731827

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Page: 91

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Neutrosophic Theory and Its Applications Vol I

Neutrosophic Theory and Its Applications  Vol  I

... http://www.icaart.org/Documents/Previous_Invited_Speakers/2011/ICAART2011_Dubois.pdf Florentin Smarandache, editor, Proceedings of the Introduction to Neutrosophic Physics: Unmatter & Unparticle - International Conference, ...

Author: Florentin Smarandache

Publisher: Infinite Study

ISBN: 9781599733203

Category: Fuzzy logic

Page: 482

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This volume contains 45 papers, written by the author alone or in collaboration with the following co-authors: Mumtaz Ali, Said Broumi, Sukanto Bhattacharya, Mamoni Dhar, Irfan Deli, Mincong Deng, Alexandru Gal, Valeri Kroumov, Pabitra Kumar Maji, Maikel Leyva-Vazquez, Feng Liu, Pinaki Majumdar, Munazza Naz, Karina Perez-Teruel, Rıdvan Sahin, A. A. Salama, Muhammad Shabir, Rajshekhar Sunderraman, Luige Vladareanu, Magdalena Vladila, Stefan Vladutescu, Haibin Wang, Hongnian Yu, Yan-Qing Zhang.
Categories: Fuzzy logic

Proceedings of the Introduction to Neutrosophic Physics: Unmatter and UnparticleInternational Conference, Zip Publ., Columbus, 2011. 3. Rabounski D., Smarandache F., Borisova L. Neutrosophic Methods in General Relativity.

Author: Florentin Smarandache

Publisher: Infinite Study

ISBN:

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Page: 60

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In this paper we present a short history of logics: from particular cases of 2-symbol or numerical valued logic to the general case of n-symbol or numerical valued logic.
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Neutrosophic Perspectives Triplets Duplets Multisets Hybrid Operators Modal Logic Hedge Algebras And Applications 2nd edition

Neutrosophic Perspectives  Triplets  Duplets  Multisets  Hybrid Operators  Modal Logic  Hedge Algebras  And Applications   2nd edition

Neutrosophic Perspectives Similar generalizations are done for n-Valued Refined Neutrosophic Set, ... Proceedings of the Introduction to Neutrosophic Physics: Unmatter and UnparticleInternational Conference, Zip Publ., Columbus, ...

Author: Florentin Smarandache

Publisher: Infinite Study

ISBN: 9781599735313

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This book is part of the book-series dedicated to the advances of neutrosophic theories and their applications, started by the author in 1998. Its aim is to present the last developments in the field. This is the second extended and improved edition of Neutrosophic Perspectives (September 2017; first edition was published in June 2017). For the first time, we now introduce: — Neutrosophic Duplets and the Neutrosophic Duplet Structures; — Neutrosophic Multisets (as an extension of the classical multisets); — Neutrosophic Spherical Numbers; — Neutrosophic Overnumbers / Undernumbers / Offnumbers; — Neutrosophic Indeterminacy of Second Type; — Neutrosophic Hybrid Operators (where the heterogeneous t-norms and t-conorms may be used in designing neutrosophic aggregations); — Neutrosophic Triplet Weak Set (and con-sequently we have renamed the previous Neutros-ophic Triplet Set (2014-2016) as Neutrosophic Triplet Strong Set in order to distinguish them); — Neutrosophic Perfect Triplet; — Neutrosophic Imperfect Triplet; — Neutrosophic triplet relation of equivalence; — Two Neutrosophic Friends; — n Neutrosophic Friends; — Neutrosophic Triplet Loop; — Neutrosophic Triplet Function; — Neutrosophic Modal Logic; — and Neutrosophic Hedge Algebras. The Refined Neutrosophic Set / Logic / Probability were introduced in 2013 by F. Smarandache. Since year 2016 a new interest has been manifested by researchers for the Neutrosophic Triplets and their corresponding Neutros-ophic Triplet Algebraic Structures (introduced by F. Smarandache & M. Ali). Subtraction and Division of Neutrosophic Numbers were introduced by F. Smarandache - 2016, and Jun Ye – 2017. We also present various new applications in: neutrosophic multi-criteria decision-making, neutrosophic psychology, neutrosophic geographical function (the equatorial virtual line), neutrosophic probability in target identification, neutrosophic dynamic systems, neutrosophic quantum computers, neutrosophic theory of evolution, and neutrosophic triplet structures in our everyday life. Keywords: neutrosophy, neutrosophic duplets, neutrosophic duplet structures, neutrosophic multisets, neutrosophic hedge algebras, neutrosophic multi-criteria decision-making, neutrosophic psychology, neutrosophic geographical function, neutrosophic probability in target identification,
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Unmatter Plasma Relativistic Oblique Length Contraction Factor Neutrosophic Diagram and Neutrosophic Degree of Paradoxicity

Unmatter Plasma  Relativistic Oblique Length Contraction Factor  Neutrosophic Diagram and Neutrosophic Degree of Paradoxicity

Proceedings of the Introduction to Neutrosophic Physics: Unmatter and Unparticle – Intl. Conference, Zip Publ., Columbus, 2011. 3. Rabounski D., Smarandache F., Borisova L. Neutrosophic Methods in General Relativity.

Author: Florentin Smarandache

Publisher: Infinite Study

ISBN: 9781599733463

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Page: 130

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This book is a collection of articles, notes, reviews, blogs and abstracts on Physics. Some are published for the first time here, some were previously published in journals, and revised here. We approach a novel form of plasma, Unmatter Plasma. The electron-positron beam plasma was generated in the laboratory in the beginning of 2015. This experimental fact shows that unmatter, a new form of matter that is formed by matter and antimatter bind together (mathematically predicted a decade ago) really exists. Further, we generalize the Lorentz Contraction Factor for the case when the lengths are moving at an oblique angle with respect to the motion direction, and show that the angles of the moving relativistic objects are distorted. Then, using the Oblique-Length Contraction Factor, we show several trigonometric relations between distorted and original angles of moving object lengths in the Special Theory of Relativity. We also discuss some paradoxes which we call “neutrosophic” since they are based on indeterminacy (or neutrality, i.e. neither true nor false), which is the third component in neutrosophic logic. We generalize the Venn diagram to a Neutrosophic Diagram, which deals with vague, inexact, ambiguous, ill-defined ideas, statements, notions, entities with unclear borders. We define the neutrosophic truth table, then we introduce two neutrosophic operators (neuterization and antonymization operators), and give many classes of neutrosophic paradoxes. Other topics addressed in this book are: neutrosophic physics as a new field of research, neutrosophic numbers in physics, neutrosophic degree of paradoxicity, unparticle and unmatter, multispace and multistructure, nucleon clusters, and others.
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Progress in Physics vol 3 2015

Progress in Physics  vol  3 2015

The Journal on Advanced Studies in Theoretical and Experimental Physics, including Related Themes from Mathematics ... Non-solvable equation systems with graphs embedded in Rn. in Proceedings of the First International Conference on ...

Author: Dmitri Rabounski

Publisher: Infinite Study

ISBN:

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Page: 96

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The Journal on Advanced Studies in Theoretical and Experimental Physics, including Related Themes from Mathematics
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