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OldTrout

Christianity

Silent Night (Stille-Nacht-Kapelle)

24th December 2020 OldTrout 2250 Comments

The Silent Night Chapel (Stille-Nacht-Kapelle) is located in the town of Oberndorf bei Salzburg in the Austrian province of Salzburg, and is a monument to the Christmas carol Silent Night and its librettist, Joseph Mohr [more…]

Arts

God Rest Ye Merry, Gentlemen

13th December 2020 OldTrout 1854 Comments

The third Sunday of Advent – #Joy.   A traditional English carol from the 16th century or earlier.   © OldTrout  

Arts

In The Bleak Midwinter

8th December 2020 OldTrout 2221 Comments

This is a poem written by Christina Rossetti, set to music first by Gustav Holst in 1906 and then by Harold Darke in 1911. This is by Darke :   © OldTrout  

Arts

O Come, O Come, Emmanuel

29th November 2020 OldTrout 2290 Comments

Today is the first Sunday of Advent.  It is time to light the first candle. #Hope. O come, O come, Emmanuel, And ransom captive Israel, That mourns in lonely exile here, Until the Son of [more…]

20th Century

Benford’s Law

16th November 2020 OldTrout 2388 Comments

Benford’s Law is a theory of leading digits in numerical data sets. Whilst one might think that the frequency of the leading digit would be equally distributed across the nine digits each with approximately 11% [more…]

Hobbies

The Padovan Sequence and the Plastic Ratio

12th October 2020 OldTrout 3999 Comments

The golden ratio is well known and is associated with the Fibonacci sequence of numbers.     (phi) is the positive root of the quadratic equation . The exact value is given by Its continued [more…]

OldTrout, Going Postal
18th Century

Sophie Germain Primes and Cunningham Chains

28th September 2020 OldTrout 2231 Comments

A Sophie Germain prime is a prime number such that is also a prime number. That is, ,  where and are both prime.  For example, . The sequence begins Sophie Germain () explored these primes [more…]

Mathematics

The Infinity of the Primes

21st September 2020 OldTrout 2521 Comments

Euclid’s Elements, Book IX, Proposition 20. Theorem : Prime numbers are more than any assigned multitude of prime numbers. That is, there are infinitely many primes. Proof : Suppose that there are primes : Let [more…]

Mathematics

The Number of Derangements

7th September 2020 OldTrout 2048 Comments

Read as : the limit, as approaches infinity, of subfactorial divided by factorial is equal to divided by which approximates to , where is Euler’s number, The Hat Check Problem, as first described by Montmort [more…]

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