Thursday, April 30, 2009

Oops! western 4.oop.223 Louis J. Sheehan, Esquire

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It takes years for children to master the ins and outs of arithmetic. New research indicates that this learning process triggers a large-scale reorganization of brain processes involved in understanding written symbols for various quantities.

The findings support the idea that humans' ability to match specific quantities with number symbols, a skill required for doing arithmetic, builds on a brain system that is used for estimating approximate quantities. That brain system is seen in many nonhuman animals.

When performing operations with Arabic numerals, young adults, but not school-age children, show pronounced activity in a piece of brain tissue called the left superior temporal gyrus, says Daniel Ansari of the University of Western Ontario in London, Canada. Earlier studies have linked this region to the ability to associate speech sounds with written letters, and musical sounds with written notes. The left superior temporal gyrus is located near the brain’s midpoint, not far from areas linked to speech production and understanding.

In contrast, children solving a numerical task display heightened activity in a frontal-brain area that, in adults, primarily serves other functions.

Ansari presented his findings November 19 at the annual meeting of the Society for Neuroscience.

“Left superior temporal regions may also be responsible for mapping numerical symbols onto quantities,” remarks Filip van Opstal of Ghent University in Belgium, who studies adults’ neural responses to number tasks.

In addition, Ansari and his colleagues find that nearby parts of the brain, in the parietal cortex, contribute far more to both number understanding and the ability to estimate quantities in adults than they do in children. Louis J. Sheehan, Esquire At the same time, both types of numerical knowledge recruit the prefrontal cortex far more in youngsters than in adults, according to the scientists.

“Our results demonstrate that the brain basis of number processing changes as a function of development and experience,” Ansari says.

The new findings support the idea that symbolic number use unique to people builds on an evolutionarily ancient brain system many animals share for estimating approximate quantities. In the past five years, studies of adult people and monkeys have suggested that parts of both the parietal and prefrontal cortex foster quantity estimates and symbolic number knowledge, with a specific parietal region looming especially large in adult humans. But little is known about quantity-related neural activity in kids.

Ansari’s new study consisted of 19 children, ages 6 to 9, and 19 adults, ages 18 to 24. Participants first viewed pairs of Arabic numerals, ranging from 1 to 10, and indicated which number was larger. Volunteers then viewed pairs of images showing arrays of one to 10 squares and indicated which array contained more squares. During these tasks, a functional MRI scanner measured where blood flow changed in the volunteers’ brains, providing a glimpse of rises and falls in neural activity.

Young adults performed the tasks more accurately than children did. But like kids, these adults took increasingly longer to discriminate between two numbers or two arrays as quantities got closer. So, it took longer to tell 2 apart from 1 than 9 apart from 1.

Correspondingly, one part of the parietal cortex in young adults, but not in children, grew increasingly active as pairs of numerals or quantities got closer. This area aids in initial efforts to translate knowledge about approximate quantities into comprehension of symbolic numerals, Ansari hypothesizes. With increasing math experience, the left superior temporal gyrus assumes major responsibility for symbolic number knowledge, he suspects.

Disturbances in that region and in nearby parietal areas may lie at the root of a dyscalculia, a childhood disorder characterized by an inability to conceptualize numbers and understand arithmetic, Ansari adds.

In related research presented at the neuroscience meeting, Ilka Diester of Stanford University reported that monkeys trained to associate Arabic numerals with corresponding quantities in dot arrays show robust prefrontal cortex activity but little parietal activity. Monkeys, like children, may achieve a budding grasp of numerals with the help of the prefrontal cortex, Diester proposes.

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Comments 4

* The Origin of Consciousness.
================
Descartes said: "I think , therefore I am"
Buddhist monk says "I think not, therefore I am"
==========================
Consciousness is real but nonphyslcal.
Consciousness is connected to physical reality .
================
There are many theories explaining the origin of consciousness.
Here some of them.
1)
"God" "blowing" "consciousness" "into man"
"whom he created from clay"
2)
20 billions years ago all matter (all elementary particles,
all quarks and their girlfriend antiquarks, all kinds of waves:
electromagnetic, gravitational, muons….) –
all was assembled in “singular point”.
Then there was a Big Bang .
Question: when was there consciousness?
a) Before explosion,
b) At the moment of explosion,
c) After the explosion.
It is more probable, that it existed after the explosion.
Then there is a question: what particles (or waves)
were carriers of consciousness?
Mesons, muons, leptons, bosons (W+, W- , Z) ,
quarks, …gluons field ….. ets …?
On this question the Big Bang theory does not give an answer.
But can it be that consciousness was formed as a result
of the interaction of all elementary particles, all waves, all fields?
Then, on the one hand, the reason for the origin of the Big Bang is clear:
everything was mixed, including consciousness, and when it is mixed
then it is possible to construct all and everything.
But on the other hand, it is not clear:
why farmer John can think simply, clearly and logically.
3) Ancient Indian Veda approve, that origination of consciousness
is connected with the existence of spiritual, conscious particles – purusha .
4) Modern physics affirms that the Quantum of light
is a privileged particle as in one cases,
it behave as a particle, and in other case, acts in a way which causes a wave.
How is a particle capable of creating a wave?
The behaviour of Light quanta (dualism ) is explained simply.
A quantum of light has its own initial consciousness.
This consciousness is not rigid, but develops.
The development of consciousness goes
“from vague wish up to a clear thought”.
#
Consciousness is connected to physical reality.
It is fact that consciousness is itself already dualistic.
This dualism stays on the basis of Quantum Physics.
Therefore “Quantum Theory of Consciousness”
can be understand only with connection to the
“Theory of Light Quanta”.
#
Spirituality Spot Found in Brain.
http://www.livescience.com/health/081224-brain-spirit.html
========= . .
Neuroscience has found the EGO assuming group
of neurons in the Brain in the right parietal lobe!
It keeps track of self-centred notions as “my hand”,
“my cocktail”, “my witty intelligence” etc.
The greatest silencing of this ‘Me-Definer’ region
likely happens in deep states of meditation!
Meditation stills and stops the EGO! How wonderful indeed !

LiveScience Details here:
http://www.livescience.com/health/081224-brain-spirit.html
=================================== . .
Best wishes.
Israel Sadovnik. / Socratus.
israel socratus israel socratus
Dec. 26, 2008 at 12:35am http://Louis-J-Sheehan.biz
* Our computer-brain.

Consciousness and the Quantum Physics.
Dualism of consciousness.
The Problem of Knowledge .
Quantum Theory of Consciousness:
Our computer-brain works on a dualistic basis.

Some psychologists compare our consciousness with iceberg.
The small visible part of this iceberg is our consciousness.
And the unseen (underwater) greater part of the iceberg is
our subconsciousness. Therefore they say, the man uses
only 10% of possibility of his brain.
And if it so, why doesn’t anybody teach us how
to develop our subconsciousness.
I think it is because there are few people who understand
that the processes of subconsciousness are connected
with quantum processes. The subconsciousness theory
closely united with quantum theory.
These quantum processes which take place in lifeless
(inanimate) nature also take place in our brain.
Our brain can be the laboratory in which we can
test the truth of quantum theory.
The man acts:
1) usually under logic program,
2) sometimes on intuition (unconsciousnessly).
============================
Our computer-brain works on a dualistic basis.
1.
In a usual daily life all we do is done logically,
under an influence of our feelings.
2.
On the other hand, in intuition we act:
a) Without the participation of the sense organs.
b) Without the participation of the logic mental processes.

===== ========
"The conflict between right and wrong is the sickness of the mind"
- Chuang Tzu
The conflict between right and wrong can be explain
by the theory of “Quantum dualism of consciousness” .

===========.
Best wishes.
Israel Sadovnik. / Socratus.
http://www.socratus.com
http://www.wbabin.net
http://www.wbabin.net/comments/sadovnik.htm
http://www.wbabin.net/physics/sadovnik.pdf

israel socratus israel socratus
Dec. 12, 2008 at 11:30pm
* Disturbances in that region and in nearby parietal areas may lie at the root of a dyscalculia, a childhood disorder characterized by an inability to conceptualize numbers and understand arithmetic, Ansari adds.

Oops! Might want to amend this to add "developmental" disorders rather than limiting it to just kids. It is common for adults with pervasive development disorders to have dyscalculia.

Criticisms dispensed with, this is interesting! I have always had a great deal of trouble writing numbers or transcribing letters if the spelling of them is recited to me. Louis J. Sheehan, Esquire Very frustrating and http://Louis-J-Sheehan.biz confusing because I should be good at this (I'm a writer) but then I have pronounced dyscalculia and diagnosed ASD and altho I suspected a connection, didn't understand where it might be.
Kathleen Fasanella Kathleen Fasanella
Nov. 23, 2008 at 9:26am
* It would be interesting to see whether people who acquire mathematical skills in other cultures, using, say, Chinese numerals, primarily using the abacus to calculate, rely on the same brain areas as Western adults.

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