Memoir of John Howe Peyton: in sketches by his contemporaries, together with some of his public and private letters, etc., also a sketch of Ann M. Peyton
History
Memoir of John Howe Peyton: in sketches by his contemporaries, together with some of his public and private letters, etc., also a sketch of Ann M. Peyton
Peyton, Anne Montgomery, 1802-1850; Peyton, John Howe, 1778-1847
Anglo-Norman period, which will bring you down to about 1350, when the
character styled Black-letter, or Old English, was used, and so on. You
will find a fund of historic lore in Hall's History of the Houses of
York and Lancaster, Hollingshead's Chronicles, Stowe's Chronicles,
Camden's Britannia, Lord Bacon's Henry VII., nearly all of which is in
my library.
There is one thing, my son, that is indispensable now, and you will find
it equally so in all your undertakings through life--and is something in
which you are wanting, that is industry and a firm resolution to make
yourself master of every study or pursuit in which you engage. Have
unity of aim, perseverance, and you must succeed. Most of the miseries
and vices of mankind proceed from idleness and a wrong direction given
to their energies. I ardently desire your success and the progress you
make now will decide whether or not I shall be gratified or
disappointed. Address yourself anew to your books, and though from your
previous neglect and want of training, you may progress slower than you
would wish, and than some would do in your position, I know enough of
your parts to feel a perfect conviction that you can reach the goal as
certainly as the brightest of your youthful companions. A word more as
to your studies. While I consider a knowledge of the languages essential
to a gentleman, I regard mathematics as essential to a liberal
education, and as, indeed, the most important part of it, mathematics is
the perfection of reason, and its peculiar excellence consists in the
fact that its principles are demonstratable--especially is this the case
in geometry, the most general and important of the mathematical
sciences. Every proposition that it lays down is subjected to the most
accurate and rigid demonstration. Mathematics is, in fact, the only
science whose truths are clearly demonstrated, and whose results are
conceded by all rational beings. If you state a proposition in morals,
philosophy, in law, politics or religion, which you think correct, you
will find few of your listeners willing to acknowledge its truth. You
debate the question, but you have no means of deciding who is right. Not
so in mathematics. There demonstrations are so clear and conclusive that
all rational men yield to them. Hence it has been called the science of
certainty. By acquiring mathematics then you acquire a science that you
know to be founded upon correct reasoning, and when you are disputing a
point of law, politics, theology or morals, you will be enabled to
ascertain more certainly those arguments that lead to a correct
conclusion, and at the same time with the more ease to discover those
that are fallacious and sophistical. He who gives a portion of his time
and talents I have somewhere read, to the investigation of mathematical
truth, will come to see all other questions with a decided advantage
over his opponents. He will be in argument what the ancient Romans were
Public-domain text, read in full here on John Shaqi.
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