Posts

incomplete Reachability versus complete reachability

NEW PHILOSOPHY OF DIRECTION AS DIMENSION AND DIMENSIONS ARE DIRECTIONS ON 2D EUCLIDEAN SPACES (every unique direction on 2D Euclidean space can represent different dimensions since these are not mixable so not addable in Sanjoy Nath's Geometrifying Trigonometry philosophy of real numbers construction systems reasoning systems) "Dimension = independent direction on 2D EUCLIDEAN space". Natural question arise is"Will the entire 2D Euclidean plane fill with dark lines if all of infinite possible directions are covered with smaller and smaller (length)representation of line segments (of all possible slopes on 2D Euclidean plane????????????" What is dimensions filling? Does dimensions completely filled guarantee non fractional Hausdroff dimension?(Fractional dimension means fractals where whole number dimensions are not exhaustively filled only fractional part of complete dimension is filled) Sanjoy Nath starts with three reasoning tools here  0 logarithm where whole...

eulers equation and complete reversal of initial reality

Men's interest on women Is first definition of "interest and interest rates" And "interest is non real" Exponential series with compound interest follow Euler formula exp (i π) =-1 Which means infinite period continues small steps of small interest rate reverse the direction of entire reality This means if reality is along +1 direction on 2D affine spaces and i is interest (non real expected direction orthogonal perpendicular to reality (local reality) or (contextual current state of reality) at current state you always shift in i direction which is orthogonal to present state of reality) and infinite times repeat of small infinitesimal interest (non real expected future reality) actually reverse whole reality and that carries you to -1 in long run Slow poison to present current state of reality repeats infinite (finitely many times orthogonal micro deviation with reference to present really peeceived state compounds cumulates augments... Towards the orho...

Sanjoy Nath's curve construction convention

CURVE CONSTRUCTION CONVENTION #CCC New kinds of curves construction convention creates new calculus syatems. First convince yourself that "space means reasoning space" and "reasoning structure meana a set of objects with well defined relationship between these points" convince yourself that calculus is also a reasoning system where curves construction convention plays first role. Curves construction convention defines relationship between objects with Which we do relationship analysis and these relationships are analysed in calculus reasoning systems. In Descartes Newton Leibniz systems we started with the y=f (x) like curve construction convention. And this CCC (curves construction convention) redirected our reasoning systems towards points, derivatives,integrals as area under curves, continuity like formalisms, convergence (convergence of partial sums) or (convergence of partial terms sets etc) Not all CCC (curves construction convention) are going to redirect ...

Sanjoy Nath's shunt PARADOX

Sanjoy Nath's SHUNT PARADOX Crony crony croniest capitalism leads to Crony Marxism Why??? Proof Shunt increases resistance such that it enforces maximum current towards intended load If Intended load is Crony capitalism Then you put artificial intelligence to stop Marxist model of increasing profit of capitalist Intended load is increasing Crony capitalism profit SHUNT resistance is intelligent agents 😁😁😁😁😁😁😁😁😁😁😙😙😙 Intelligent agents reduces learning curve Intelligent agents reduces Cognitive loads Intelligent agents reduces SHUNT resistance 😁😁😁😁😁😁😁😁😁😁😁😁😁 No intended load activates 😁😁😁😁😁😁😁😁😁😁😁😁😁😁 QED

affine calculus calipering calculus affine calipering calculus

Calculus starts with encoding decoding of curves. Calculus don't bother limits,Continuity, topology, converge like concepts in its first place. Sanjoy Nath's calculus (affine calculus, calipering calculus,affine calipering calculus, Geometrifying Trigonometry calculus) don't have burden to proove limits Continuity topology converge. Sanjoy Nath's calculus purpose is entirely different from Newton Leibniz calculus. Sanjoy Nath's calculus works with BOLS ( Bunch OF line segment) BOCDMAS systems, triangulations, geometrically represented real Numbers where decimal systems are completely ignored to design calculus which stands on concepts of relationship between two line segments (first assumption is no real numbers have decimal representation) where all real numbers are 16 possible 2D triangles on 2D Euclidean plane. Sanjoy Nath's Geometrifying Trigonometry philosophy of real numbers construction automatically algorithmicslly exposes 2D Euclidean geometry represent...

Sanjoy Nath's calculus purpose is different dont confuse with Newton's Leibniz calculus

Calculus starts with encoding decoding of curves. Calculus don't bother limits,Continuity, topology, converge like concepts in its first place. Sanjoy Nath's calculus (affine calculus, calipering calculus, nonCommutative calculus,affine calipering calculus, Geometrifying Trigonometry calculus) don't have burden to proove limits Continuity topology converge. Sanjoy Nath's calculus purpose is entirely different from Newton Leibniz calculus. Sanjoy Nath's calculus works with BOLS ( Bunch OF line segment) BOCDMAS systems, triangulations, geometrically represented real Numbers where decimal systems are completely ignored to design calculus which stands on concepts of relationship between two line segments (first assumption is no real numbers have decimal representation) where all real numbers are 16 possible 2D triangles on 2D Euclidean plane. Sanjoy Nath's Geometrifying Trigonometry philosophy of real numbers construction automatically algorithmicslly exposes 2D Euc...