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1) Re: SOLVING THE GOLDBACH CONJECTURE!
Posted: Feb 23, 2017 6:31 AM, by: Peter Percival

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2) Re: x^x is superior to x! Re: Factorial as polynomial function Y =
252x^2 - 2172x + 4680 from 4 to 6

Posted: Feb 22, 2017 6:25 AM, by: Peter Percival

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3) The last geometric statement of Jacobi
Posted: Feb 21, 2017 6:56 PM, by: Peter Percival

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4) Re: U V W (a general class of "equations" - > not "equations")
Posted: Feb 21, 2017 10:34 AM, by: Peter Percival

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5) Re: No place for infinity in mathematics or any field of rational
thought.

Posted: Feb 21, 2017 10:07 AM, by: Peter Percival

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6) Re: No place for infinity in mathematics or any field of rational
thought.

Posted: Feb 21, 2017 5:25 AM, by: Peter Percival

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7) Re: No place for infinity in mathematics or any field of rational
thought.

Posted: Feb 21, 2017 5:20 AM, by: Peter Percival

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8) Re: No place for infinity in mathematics or any field of rational
thought.

Posted: Feb 20, 2017 4:26 AM, by: Peter Percival

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9) Re: A Proof of Fermat's Last Theorem (version A.1)
Posted: Feb 20, 2017 4:21 AM, by: Peter Percival

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10) Re: No place for infinity in mathematics or any field of rational
thought.

Posted: Feb 19, 2017 12:58 PM, by: Peter Percival

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11) Re: Burmester-French-Curve Calculus
Posted: Feb 18, 2017 6:50 PM, by: Peter Percival

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12) Re: Need help with trigonometry
Posted: Feb 18, 2017 11:53 AM, by: Peter Percival

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13) Re: ln 1
Posted: Feb 17, 2017 4:24 PM, by: Peter Percival

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14) Re: No place for infinity in mathematics or any field of rational
thought.

Posted: Feb 17, 2017 3:01 PM, by: Peter Percival

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15) Re: Δ p
Posted: Feb 17, 2017 2:27 PM, by: Peter Percival

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