| Recognition of faces / Memory training
What are mnemonics?
Mnemonics are a group of memory systems and techniques that
together allow the quick and easy assimilation of facts, figures, names, faces
and information of all kinds. Mnemonics are therefore a group of methods for
improving memory.
Facts, figures, names, faces and events, all can be learned and recalled far
easier by using mnemonics, than by using the conventional methods of rote
learning by repetition.
Mnemonics use the imagination in conjunction with all of the individual
senses (sight, sound, touch and smell), in order to transform a dull, dry piece
of text into a firm and vibrant memory that is not just easy to remember, but
difficult to forget! Mnemonics gain their power by making use of the way that
our minds absorb information. For memories to be formed the following events
must occur:
- Observation. For an event to be committed to memory, it
must first be observed. This might seem self-evident to you, but you must
understand that seeing is entirely different from observing.
- Association - The core of mnemonics. All memory is based
upon association. To remember one piece of information, we invariably associate
it with another already committed memory. This is usually done without our
conscious awareness. Mnemonics can be used extremely effectively to creat memory
assciations that are not immediately obvious and therefore to aid in memory.
- Visualisation - The key to mnemonics. Strong memories are
memories that are visual in nature. A quotation that you read is not as easily
recalled as an event that you witness. Text is dry, but images are vibrant.
Mnemonics gain much of there strength from transforming the dull and
mundane, into the visual and thus the memorable.
-
The process of remembering
The process of memorising information can be split into four distinct stages.
These are:
- The registering of information by the five senses – sight, hearing, smell,
touch and/or taste.
- The interpretation by the brain of the impulses that are generated by the
five senses. This is what is termed understanding.
- The temporary storage of the information in the so-called short-term memory.
- Finally, the transfer of the information from the short-term, to the
long-term memory. This is where a (theoretically) permanent record of the memory
is stored.
All of the above stages are important and all of them can be used by most
people far more efficiently than they generally are. This efficiency may be
accomplished with the aid of the many mnemonic techniques.
Pegging - The Major SystemThe system of pegging is one of the most important techniques that has so far been
developed in the field of Mnemonics, since the discipline was first practised
during the time of the ancient Greeks. Second only to the system of linking in
its overall usefulness.
A version of pegging was first put forward by Stanislaus Mink von
Wennsshein (Johann
Just Winkelmann (1620 - 1699), around 1648. Since then the technique has been modified
extensively by a number of researchers in the field.
Basically what pegging does is to turn a number (any number), into a set of
phonetic sounds or letters. These sounds are then joined together to form words,
and these words may then be linked together to form a series of images. Finally
these images may then be committed to memory. This enables an individual to
recall numbers of up to (and above) 100 digits, with relative ease.
By combining the peg system with the system of linking (outlined in chapter
four) you will find that you will be able to memorise huge lists of information,
in an ordered and structured way.
The method
The first thing that you need to do in order to learn how to peg, is to
memorise the basic phonetic sounds that will be used to represent the numbers
0-9. To speed up your mastery of this number/letter code, I have offered a few
memory aids. With these aids, the code should not take you more than around
about 20 minutes or so to commit to your long-term memory.
The number/letter code
In the number/letter code, the number 1 is represented by the letters t or d.
This is made easy to remember if you observe that both of these letters have
only one downstroke.
The number 2 is represented in this code, by the letter n. This has two
downstroke's.
The number 3 is represented by the letter m. Again this is easily remembered
if you make a note of the fact that the letter m possesses three solid
downstroke’s.
Number 4 is represented by the last letter of that number, that is four =
r.
The number 5 is represented by the Roman numeral for the number 50 – L.
Six is represented by its own mirror image – the letter j. It can also be
represented by the sounds ch or sh.
The number 7 is represented by the letter k, which when broken apart is found
to contain three number sevens. It may also be represented by the letters c or
g.
The number 8 is represented by the letters f or v. You may notice that when
written by hand, the number 8 and the letter “f” both contain two loops.
The number 9 is represented by the letters p or b. By turning either of these
letters around, you will find that you are able to produce a number 9.
Finally the letters that are used to represent O are z or s. The first sound
of the word zero.
So to summarise. The letters used to represent the numbers 0-9 are:
|
0 |
- |
z,s |
|
1 |
- |
t,d |
|
2 |
- |
n |
|
3 |
- |
m |
|
4 |
- |
r |
|
5 |
- |
L |
|
6 |
- |
j, ch, sh |
|
7 |
- |
k, g, or c |
|
8 |
- |
ƒ, v |
|
9 |
- |
b, p | If you have taken a few minutes to go over the above code, then
you should find that you are now able to translate any number into its
respective letters (or sounds), and then into an image that may easily be
recalled.
For example, if you want to transform the number 74 into a
memorable image, then all that you need to do, is to remember that the number 7
and the number 4 are represented in the above code, by the letters c and r.
These letters may be used as the first and the last sounds of a word, the middle
of which may be filled in with a vowel, or any other letter that is not a part
of the number/letter code. If you use the letter a, then you have the letters c,
a and r ‘car.’
A simple image to visualise.
The number 22 consists of two N’s. In order for you to form a
memorable word from these letters, you just need to insert a vowel between the
two letters. If you use the letter U, then you have the letters n, u and n
‘nun.’ Again a relatively simple image to recollect! The number 27 is made up
of the letters n (2) and k (7). By the simple act of inserting the vowel – e,
between these two letters, you are able to form the word ‘neck.’
So using the above three examples, if you wanted to remember the
six digit number 742227, you would simply form a mental image that links
together the words car, nun and neck. For example you might try imagining a car
being driven by a nun, whose neck is so incredibly long that it protrudes from
the sunroof.
As was explained previously on this site, comic images are far
easier to commit to memory, than are dry facts or pieces of text.
Providing that you are totally familiar with the number/letter
code, then you should have absolutely no difficulty at all in remembering the
above image, and as a result the six-digit number that the image represents.
This system may be used to memorise dates, addresses,
measurements, or even calculations. And the amazing thing about it, is that you
are not only able to use the system to remember vast amounts of information, you
can also organise that information however you like. This is due to the fact
that all of the peg images are numbered. |