Description:
Mathematical discussions and pursuits.
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" A TIME TO BE HUMBLE:" INVERSE 19 MATHEMATICS OF THE 21ST CENTURY
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Having said what is in the header, we feel humbled by our experiences of the past 1 and a half years , starting out as novices , may be still , but we have completed our missioon by solving the entire structure of Mathematics, much of our record are in the 3000 or so Recorded post , plus the first posts in another forum.... more »
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Topos theory: axiom of choice implies a topos is Boolean
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Hi all, I'm reading Goldblatt's /Topoi: The Categorial Analysis of Logic/ and am stuck on how to fill in some gaps in a proof. The author claims that, if a topos E has the property that every epic arrow has a right inverse then E is Boolean, i.e. every monic f: a -> d has a complement in sub(d), the lattice of subobjects of d. To show this, let... more »
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NEW SIMPLE PRIMALITY TEST FROM "INVERSE 19 MATHEMATICS"
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This is only half and hour old and we worked on these nuisance primes just two days this time, But with the new Inverse 19 Mathematics , this is quite simple , we think , so we used the primality test on a high Prime numbers 7919 is the prime number , and we tested it it is not divisible by 1.75 so it is not a pseudo- prime number.... more »
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Satisfying Cardons' impossible quadratic equation.
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x^2 - 10x = - 40 ------------------------------ ----- x^2 - 10x + (10/2)+10 =15 + 40 = 55 When solving for -x and -x^2 in the third negative quadrant of the Cartisan coordinate system where both x and y are negative values you need to derive -x and -x^2 this way -- -x = ((sqrt((55*4)+2)) -2)/2 = 6.4498322128... + (10/2) = -... more »
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Probability Difference Relation
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Referring to ongoing thread " The relationship between Gaussian Curve and Pascal's Triangle Coefficients " I like to ask the following question for gleaning the nature of events linking discrete intervals of the variable and the associated probabiity, even if I never worked in this area. So please correct any errors that I may make in... more »
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INVERSE 19 -- PRIMALITY NUMBER IS /1.75 , PRIMALITY AN OPEN BOOK NOW
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Listen we have been at this issue for thast two days and spent only a few minutes , 1. Any Pseudo prime can be worked back in this manner to its base prime 217/1.75=124 (93+124) 91/1.75=52 49/1.75 precise=28 D1d we give you enough precision Prof Edgar Escultura!!!!! etc. All pseudo primes can we worked back wards , and so can Primality be... more »
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new numerical methods
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New numerical methods for computing roots at any convergence rate and by means of the most simple arithmetic: [link] Regards, Domingo G.
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