By: by Florentin Smarandache
Urmărirea oficială a început pe data de 22.03.1985 (deşi am găsit în dosare şi rapoarte din ianuarie 1985) şi a continuat şi după fuga obiectivului „SAVU” pe data de 07.09.1988 în lagărul de refugiaţi politici din Istambul şi Ankara (Turcia). A fost luat în atenţie de Serviciul III din cadrul Inspectoratul Judeţean Dolj, pe linia problemei „Atlas”.
Ȋn vreme ce ei „mă lucrau în urmărire informativă” cu atȃta zel … eu habar n-aveam! Ba chiar mă băgaseră în atenţia Servi... Pierderi de manuscrise
Am pierdut vreo 350 pagini de manuscrise în perioada aceea. A fost şi greşeala mea că mă grăbeam să le public ori să le scot din ţară... n-am avut răbdare să aştept. Dar cine se gȃndea atunci că o să cadă dictatura, cȃnd ea părea aşa de stabilă şi tare ca betonul?!
1) Trei plicuri mari şi groase, albe, puse la poşta din Craiova, din spatele Universităţii Centrale, şi expediate către aceeaşi Chantal Signoret în primele zile din septembrie 1988 – î...
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By: by Florentin Smarandache
This play does not represent time in suspension or a snapshot cartoon, but rather a living entity in never ending motion. As with two people reading the same book but not imagining the same things, the actors and producers will be the true creators of new models and ideas due to the existing framework.
Consider the theater as a painting with ideas made out of a malleable material. Time stamps its features upon it and producers remodel its structure. Actors, as factor... In some places, some speeches may be adapted or the actors may improvise for a better connection between the moduli and the integrity of the play.
In order to test the reaction of the audience, to measure the flair of the critics for the illogicality of the play, and to determine the force of electricity in the thinking and power of adaptability to the environment to the unpropitious conditions of living (Darwin's theory) of the spectators in a hostile and constraini...
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By: by Various
A short collection of mathematical papers from various authors relating to Florentin Smaradache's theories. This dual will be studied in a separate paper (in preparation).
2. The additive analogues of the functions 5 and 5. are real variable functions, and have been defined and studied in paper [31. (See also one book [61, pp. 171-174). These functions have been recently further extended, by the use of Euler's gamma function, ill place of the factorial (see [1]). We note that in what follows, we could define also the additive analogues functions by the use of Euler's gamma ...
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By: by Florentin Smarandache
Progress and development in our knowledge of the structure, form and function of the Universe, in the true sense of the word, its beauty and power, and its timeless presence and mystery, before which even the greatest intellect is awed and humbled, can spring forth only from an unshackled mind combined with a willingness to imagine beyond the boundaries imposed by that ossified authority by which science inevitably becomes, as history teaches us, barren and decrepit.
... After the experiments were completed, the life span of such “atoms” was calculated theoretically in Chapiro’s works [61,62,63]. His main idea was that nuclear forces, acting between nucleon and anti-nucleon, can keep them far away from each other, hindering their annihilation. For instance, a proton and anti-proton are located at the opposite side of the same orbit and move around the orbit’s centre. If the diameter of their orbit is much larger than the diameter of the ...
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By: by Florentin Smarandache
NonNovel is indeed a novel of drawer, carried year after year in the bottomless sack of the exile. This fierce parabola about totalitarianism, about alienation, guilty obedience and lie, opportunism, cruelty, violence, monstrosity, written in a strong tensioned and lacking bashfulness style, situates Florentin Smarandache closer by Orwell, Konwicki, Koestler, Baconsky, and marks a new dimension of the Paradoxism. Mybreathin gstops
Mybrea thingstops
Myb reath ings tops
Mybreathingstops
Mybreat hin gsto ps
M ybreath ingstops
My breathing stops
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By: by Florentin Smarandache
This book presents a short panorama of commented art theories, together with experimental digital images using adopted techniques from various fields, in order to inspire the actual artists to choose from, and also to invent or adopt new procedures in producing their artworks. This book presents a short panorama of commented art theories, together with digital art images using adopted techniques from various fields, in order to inspire the actual artists to choose from, ... Earth Art requires huge work on land, sod, grass. It started in 1968 with Robert Morris utilizing a pile of dirt, and Robert Smithson who filled some boxes with rocks. Some projects demand enormous effort, for example carving the American presidential portraits in Mount Rushmore by Gustom Borglum, or wrapping the Australian coastline in 1969 with plastic and rope by Javacheff and Jeanne-Claude Christo (packed objects). Ephemeral patterns (art) in the snow by Dennis Oppen...
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By: by Florentin Smarandache; W. B. Vasantha Kandasamy
This book has six chapters. First chapter is introductory in nature. The new concept of non-associative semi-linear algebras is introduced in chapter two. This structure is built using groupoids over semi-fields. Third chapter introduces the notion of non-associative linear algebras. These algebraic structures are built using the new class of loops. All these non-associative linear algebras are defined over the prime characteristic field Zp, p a prime. However if we take... Ln(m) is a loop of order n + 1 that is Ln(m) is always of even order greater than or equal to 6. For more about these loops please refer [37].
All properties discussed in case of groupoids can be done for the case of loops. However the resultant product may not be a loop in general. For the concept of semifield refer [41]. We will be using these loops and groupoids to build linear algebra and semilinear algebras which are non associative.
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By: by Florentin Smarandache
A collection of three plays made for children in Romanian.
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By: by Florentin Smarandache; W. B. Vasantha Kandasamy
This book has six chapters. The first one is introductory in nature. Second chapter introduces complex modulo integer groupoids and complex modulo integer loops using C(Zn). This chapter gives 77 examples and forty theorems. Chapter three introduces the notion of nonassociative complex rings both finite and infinite using complex groupoids and complex loops. This chapter gives over 120 examples and thirty theorems.
Forth chapter introduces nonassociative structures us...
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By: by Florentin Smarandache
Creaţia este un risc
Prefaţă
Cei care construiesc şi cei care se căsătoresc nu sunt niciodată în siguranţă, sună un proverb suedez. Deci creaţia, care este o c-o-n-s-t-r-u-c-ţ-i-e, presupune un risc, atrăgând prieteni dar şi duşmani, şi lăsând o a treia categorie de oameni indiferenţi (ca-n logica neutrosofică).
În a doua jumătate a vieţii producţia-mi literară s-a redus în cantitate, eu fiind absorbit în (şi sponsorizat pentru) creaţia ştiinţifică aplicată (m... Cifrele au început să vibreze
mi-am încărcat buzunarele
cu cifre şi pătrate
şi am vâslit hoinar
pe drumuri
la fiecare colţ al liniei curbe
a vieţii
aruncam cu cercuri şi triunghiuri
în mulţime şi ele rezonau
cu cifre am pavat şoseaua iar
sub paşii mei
au început să vibreze
când mi-am umplut plămânii
de ele
s-au convertit în litere
şi am descins pe
drumul poeziei
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By: by Florentin Smarandache
In chapter 1, following the Special Theory of Relativity, we generalize the Lorentz Contraction Factor C(v) to an Oblique-Contraction Factor OC(v, θ), which gives the contraction factor of the lengths moving at an oblique angle with respect to the motion direction. In the chapters 2-5 we show several inconsistencies, contradictions, and anomalies in the Special and General Theories of Relativity 1.3. Oblique-Length Contraction Factor
The Special Theory of Relativity asserts that all lengths in the direction of motion are contracted, while the lengths at right angles to the motion are unaffected. But it didn’t say anything about lengths at oblique angle to the motion (i.e. neither perpendicular to, nor along the motion direction), how would they behave? This is a generalization of Galilean Relativity, i.e. we consider the oblique lengths.
The length contracti...
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By: by Florentin Smarandache
The Florentin's Cliché should be constructed as follows:
- Change the figurative language [figure of speech] of a cliché to a literal language;
- Or distort the clichés, make them abnormal, deviate their common sense by simple substitutions of words;
- Or eliminate some words from a cliché, or switch the verbs between assertion and negation, in order to give the cliché a surprising new significance:
- Or consider a chain of (more or less) contradictory clichés and pu... 51. To be in the right place at the left time!
52. The German language you learn it’s Greek to me
53. This dirty and shaded homeless saved me like a knight in shinning armor
54. In cold blood but hot under the collar he throws cold water on her to getting hot
55. Do not step on his toes, but on his shoes.
56. I don’t like you. Nice to see you!
57. The director jumped to conclusion from the third floor through the window…
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By: by Florentin Smarandache; W. B. Vasantha Kandasamy
This book is organized into seven chapters. Chapter one is introductory in content. The notion of neutrosophic set linear algebras and neutrosophic neutrosophic set linear algebras are introduced and their properties analysed in chapter two. Chapter three introduces the notion of neutrosophic semigroup linear algebras and neutrosophic group linear algebras. A study of their substructures are systematically carried out in this chapter. The fuzzy analogue of neutrosophic g... Now we proceed onto define the notion of neutrosophic subgroup of a neutrosophic group.
DEFINITION 1.2: Let N(G) = (GuI) be a neutrosophic group generated by G and I. A proper subset P(G) is said to be a neutrosophic subgroup if P(G) is a neutrosophic group i.e. P(G) must contain a (sub) group.
Example 1.3: Let N(Z2) = Z2 I be a neutrosophic group under addition. N(Z2) = {0, 1, I, 1 + I}. Now we see {0, I} is a group under + in fact a neutrosophic group {0, ...
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By: by Florentin Smarandache; Adolf Shvedchikov, Translator
"Искусство лая"-это уникальная книга, дающая ряд советов, как наилучшим образом использовать ваше любимое животное или собаку НА СЛУЖБЕ и в других жизненных ситуаци я х . РЯД таких жемчужин выросли из нашего собственного опыта, другие явнлись следствием наблюдения, ЧТО происходит вокруг нас.
Наш последний совет, прежде чем вы начнёте читать эту книгу: а) следуйте этим советам на своИ страх и риск. б>управлять вашей внешней собакой гораздо легче, чем той "собакой ll... -Если вы не ведущая собака ... ТО вам ничего не светит впереди.
-Всё возможно, особенно если у вас большой Доберман.
-Во время встречи легче отстаивать свою точку зрения, если рядом сидит Доберман.
-Гораздо легче убеждать людей с собакой, чем без неё.
Есть два способа приучить СОТРУДНИКОВ офиса к присутствию собаки: вначале принеС~lТе маленькую собачку Чао - чао или Далмацию, а уж ПОТОМ при водите боЛЬШОГО Добермана.
- Если вы ведёте разговор о продвижении по службе...
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By: by Florentin Smarandache
Our book will update the old Chinese thinking in Tao Te Ching to the modern way of life, where contradictions are accepted and two opposite ideas 'A' and 'nonA' and their neutrality 'neutA' can all three be true at the same time. Firstly, we are willing to point out that 'Tao Te Ching' already has some limitation, because many questions we are interested in cannot be answered within 'Tao Te Ching'. For example, 'Tao Te Ching' basically discussed the matters in China, how... Positive (Original) Chapter 1
The Way that can be followed is not the eternal Way.
The name that can be called is not the eternal name.
The Principle that can be explained is not the eternal Principle.
“Nonexistence” is the name of the origin of heaven and earth;
“Existence” is the name of creating the myriad things.
Therefore, the essence of Principle always can be seen from “Nonexistence”;
The operation of Principle always can be seen from “Existence”.
These tw...
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By: by Florentin Smarandache; V. Christianto
“The Art of Wag” is a unique booklet comprised of advices and possible tips you can use on how to make the best out of your pet/dog in workplace and other situations. Some of these gems come from our own experience, and some come from watching these practices surrounding us.
As our last advice before you jump through this book, (a) do these advices at your own risks; (b) managing the dog outside is much easier than managing ‘the dog’ inside yourself; (c) don’t take... • If you’re not the lead dog … the view never changes.
• All is really possible, especially with a big Doberman.
• In a meeting, it’s easier to argue your point with a big Doberman besides you.
• It’s more effective to convince people with persuasion and a big dog, rather than with persuasion alone.
• There are two types of dog-approach in office: (a) first bring a small and funny dog, like Chihuahua or Dalmatian, (b) then bring a big Doberman.
• It’s possible to br...
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By: by Florentin Smarandache; W. B. Vasantha Kandasamy
This book has four chapters. Chapter one is introductory in nature, for it recalls some basic definitions essential to make the book a self-contained one. Chapter two, introduces for the first time the new notion of neutrosophic rings and some special neutrosophic rings like neutrosophic ring of matrix and neutrosophic polynomial rings. Chapter three gives some new classes of neutrosophic rings like group neutrosophic rings, neutrosophic group neutrosophic rings, semigro... Now we proceed onto define the notion of neutrosophic subgroup of a neutrosophic group.
DEFINITION 1.1.2: Let N(G) = 〈G ∪ I〉 be a neutrosophic group generated by G and I. A proper subset P(G) is said to be a neutrosophic subgroup if P(G) is a neutrosophic group i.e. P(G) must contain a (sub) group.
Example 1.1.3: Let N(Z2) = 〈Z2 ∪ I〉 be a neutrosophic group under addition. N(Z2) = {0, 1, I, 1 + I}. Now we see {0, I} is a group under + in fact a neutrosophic group {...
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By: by Florentin Smarandache
The antiwar of our entire nation is defined as being the army-impeded forces, skirmishing shoulder to shoulder with the civilian population, with the purpose of defeating all non-aggressors, for securing our country’s slavery and dependency.
The defeat in this battle is assured through a moral inferiority of our population - the right cause of this antiwar -, the lack of heroism of our state’s citizens, by applying an adequate blundering, using our geographical dis... The battle and its non-goal.
The battle is an ensemble of skirmishes of the subunits and units, which take place in a disorganized manner using armament and fighting techniques, for the expressed desire to enforce the enemy.
The battle cannot take place on the ground, in the air, or on the water, in an open
paradoxist cooperation with all-military denominations, and using their armament’s procedures with the goal of empowering the non-aggressor enemy.
The ba...
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By: by Florentin Smarandache; Dmitri Rabounski
In this work the authors apply concepts of Neutrosophic Logic to the General Theory of Relativity to obtain a generalisation of Einstein’s four dimensional pseudo-Riemannian differentiable manifold in terms of Smarandache Geometry (Smarandache manifolds), by which new classes of relativistic particles and non-quantum teleportation are developed. 1.2 The basics of neutrosophy
Neutrosophy studies the origin, nature, and scope of neutralities, as well as their interactions with different ideational spectra. It considers that every idea tends to be neutralized, balanced by ideas; as a state of equilibrium.
Neutrosophy is the basis of neutrosophic logic, neutrosophic set which generalizes the fuzzy set, and of neutrosphic probability and neutrosophic statistics, which generalize the classical and imprecise pr...
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By: by Florentin Smarandache, Editor
Research papers presented in this collection manifest only a few of many possible applications of neutrosophic logics to theoretical physics. Most of these applications target the theory of relativity and quantum physics, but other sections of physics are also possible to be considered. We apply the S-denying procedure to signature conditions in a four-dimensional pseudo-Riemannian space — i. e. we change one (or even all) of the conditions to be partially true and partially false. We obtain five kinds of expanded space-time for General Relativity. Kind I permits the space-time to be in collapse. Kind II permits the space-time to change its own signature. Kind III has peculiarities, linked to the third signature condition. Kind IV permits regions where ...
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