...ractitioners sought to disguise its nature as a social science by applying complex mathematics where common sense and direct experimentation would ... ...ntists and mathematicians of the XX century. Apart from his great contributions to mathematics, computing and other fields, the minor fact that he ... ... three-dimensional extension of formal logic which is the set of RULES that govern mathematics. Then came the Macintosh and its emulation, the win... ...ependently (as is often the coincidence in science) the basics of a new branch in Mathematics (and logic): computability or recursive functions (l... ...h catastrophic behaviour or very strong boundary conditions (akin, perhaps, to the mathematics of phase transitions). Classical TMs (CTMs, Turing ... ...emselves (re-mixing old dualistic beliefs). As you have well noted fractals and the mathematics of complexity have gone far beyond that. I don´t kn... ... principle is technological, the arena is in n-dimensional spaces, the weapons are mathematics. The old knowledge of nature (and its possibilities)...

...ractitioners sought to disguise its nature as a social science by applying complex mathematics where common sense and direct experimentation would ... ...ifferently to the same transformation? Arithmetic, formal logic, and, by extension, mathematics and physics deal with proving identities in equation... ...ecognized as an important contribution and applied to problems in geometry, logic, mathematics, computation and physics. One of the first questions... ...t infinite sets are organized in a hierarchy. Russel and Whitehead concluded that mathematics was a branch of the logic of sets and that it is ana... ...ations require an "intuition of mathematical order" without which no creativity in mathematics is possible. He described how some of his creative w... ...d measurement and organizes the results, often presenting them in the language of mathematics. In some quarters, these practices lends it an air o... ...measurement and by organizing the results and presenting them using the language of mathematics. This does not atone for its primordial sin: that it... ...ished independently (as is often the case in science) the basics of a new branch in Mathematics (and logic): computability or recursive functions (l... ...possess the same sense organs that we do (eyes) and may not be acquainted with our mathematics and geometry. Reality can be successfully described ...

...ractitioners sought to disguise its nature as a social science by applying complex mathematics where common sense and direct experimentation would ... ...ifferently to the same transformation? Arithmetic, formal logic, and, by extension, mathematics and physics deal with proving identities in equation... ...ecognized as an important contribution and applied to problems in geometry, logic, mathematics, computation and physics. One of the first questions... ...t infinite sets are organized in a hierarchy. Russel and Whitehead concluded that mathematics was a branch of the logic of sets and that it is ana... ...ations require an "intuition of mathematical order" without which no creativity in mathematics is possible. He described how some of his creative w... ...d measurement and organizes the results, often presenting them in the language of mathematics. In some quarters, these practices lends it an air o... ...measurement and by organizing the results and presenting them using the language of mathematics. This does not atone for its primordial sin: that it... ...ished independently (as is often the case in science) the basics of a new branch in Mathematics (and logic): computability or recursive functions (l... ...possess the same sense organs that we do (eyes) and may not be acquainted with our mathematics and geometry. Reality can be successfully described ...

... time to the preparation of a work on integral calculus, the highest branch of mathematics, which he published before he was scarce twenty-five years ... ...ive service, he had the leisure to prosecute with great diligence the study of mathematics and astronomy, in which he was to soon after win great reno...

...Scientia Magna is published annually in 200-300 pages per volume and 1,000 copies on topics such as mathematics, physics, philosophy, psychology, sociology, and linguistics....

...t and unsettled of all branches of knowledge. If we open any book, even of mathematics or natural philosophy, it is impossible not to be struck with t... ...con- 110 Essays on Some Unsettled Questions of Political Economy fined to mathematics, but is of the essence of all science which admits of general r... ...duced from these assumptions, would be as true in the abstract as those of mathematics; and would be as near an approxima- tion as abstract truth can ...

...ss and the idea of zero. Zero also seemed to the Greeks to violate the mathematics‘ rules. Add or subtract zero, and nothing changes. Multiply... ...let, but the very idea of any void spooked the early Greeks. All modern mathematics— math beyond geometry— fixes the zero as the starting linchpin... ...Communications surged among scholars in such different fields of study as mathematics, medicine, botany, biology, zoology, geography, history, and na... ...and both Muslims and Mongols delivered the Chinese paper secret and Hindu mathematics from the Orient to the West.  By the fourteenth century, Chi... ...n, Michael. Five Equations that Changed the World: The Power and Poetry of Mathematics. New York: Hyperion, 1995. Hawke, David Freeman. Nuts and...

...Fraud - a Neutrosophic Extension to Benford's Law, by Sukanto Bhattacharya, Kuldeep Kumar, Florentin Smarandache, in International Journal of Applied Mathematics, Vol. 17, No 1, 7-14, 2005.....................................................................................142 17. Redesigning Decision Matrix Method with an Indeterminacy-Based Inference Process, by Jose L. ...

...Fraud - a Neutrosophic Extension to Benford's Law, by Sukanto Bhattacharya, Kuldeep Kumar, Florentin Smarandache, in International Journal of Applied Mathematics, Vol. 17, No 1, 7-14, 2005.....................................................................................142 17. Redesigning Decision Matrix Method with an Indeterminacy-Based Inference Process, by Jose L. ...

...The whole paradoxist distich should be as a geometric unitary parabola, hyperbola, ellipse at the borders between art, philosophy, rebus, and mathematics – which exist in complementariness. The School of Paradoxist Literature, which evolved around 1980s, continues through these bi-verses closed in a new lyric exact formula, but with an opening to essence. For this ...