grazzhoppa
11-07-08, 04:02 PM
Asian traditions like Hinduism/Buddhism and Taoism express that 'true reality' is something that is inexpressible because of its vastness. 'True reality' supposedly is a container for all things to be inside, and at the same time 'true reality' is an integral part of each thing. 'True reality' is paradoxical when it's expressed in language, so the only way to come to terms with it is through intuitive biological emotion, often called 'true consciousness' or 'true knowledge'.
The paradox that comes from forming intelligible words about reality is interesting. Aren't most languages based on subject - object relationships? True reality is supposedly both subject and object. But the 'oneness' of true reality is different from the following examples:
"I hurt myself"
"He talked about himself"
"I am me"
"You saw yourself in the mirror"
The key is that we take for granted that " -self " is different from the subject.
I - myself
She - herself
You - Yourself
Do all languages imply that -self is different from the subject? The concept of a -self is actually different from the reality of the self when "-self" is employed in language. Your own concept of who you are, and what you exist as, is quite different from other people's concept of your self. There is no consensus or objective perspective about what a -self is: The object can never be identical as the subject in a sentence.
So even when we think we have constructed intelligible string of words that describes how a Subject exists or does something to itself, we are falling into a the trap of language where the use of Subject and Object imply a differentiation between them in all cases. In fact, I just did it in that last sentence.
Spiritual knowledge or understanding 'true reality' is impossible with Subject-Object based languages.
The only way that I can think of that may be able to express 'true reality' and share this knowledge is through Mathematics because Math is able to be intuitively descriptive without falling into the paradoxical nature of Subject-Object relationships.
We all have an intuitive feeling for what X number is, like the number 1. We also have intuitive feelings for what mathematical operations are, like addition and division. Now what if you developed intuitive feelings for more complicated operations like differentiation and integration. And then feelings for even more complicated operations. Eventually you could study a mathematical expression and gain intuitive knowledge from it without encountering paradoxical information
The paradox that comes from forming intelligible words about reality is interesting. Aren't most languages based on subject - object relationships? True reality is supposedly both subject and object. But the 'oneness' of true reality is different from the following examples:
"I hurt myself"
"He talked about himself"
"I am me"
"You saw yourself in the mirror"
The key is that we take for granted that " -self " is different from the subject.
I - myself
She - herself
You - Yourself
Do all languages imply that -self is different from the subject? The concept of a -self is actually different from the reality of the self when "-self" is employed in language. Your own concept of who you are, and what you exist as, is quite different from other people's concept of your self. There is no consensus or objective perspective about what a -self is: The object can never be identical as the subject in a sentence.
So even when we think we have constructed intelligible string of words that describes how a Subject exists or does something to itself, we are falling into a the trap of language where the use of Subject and Object imply a differentiation between them in all cases. In fact, I just did it in that last sentence.
Spiritual knowledge or understanding 'true reality' is impossible with Subject-Object based languages.
The only way that I can think of that may be able to express 'true reality' and share this knowledge is through Mathematics because Math is able to be intuitively descriptive without falling into the paradoxical nature of Subject-Object relationships.
We all have an intuitive feeling for what X number is, like the number 1. We also have intuitive feelings for what mathematical operations are, like addition and division. Now what if you developed intuitive feelings for more complicated operations like differentiation and integration. And then feelings for even more complicated operations. Eventually you could study a mathematical expression and gain intuitive knowledge from it without encountering paradoxical information