Grassmann Language 2
Elements of Word
TANAKA Akio
1. Preparation
is projective space.
is homogenious coordinate.
is the pair of arbitrary 2r numbers.
is Grassmann variety.
is projective space. is homogenious coordinate. is the pair of arbitrary 2r numbers. is Grassmann variety.
2. Theorem
The necessary and sufficient condition of what the point which has homogenious coordinate in projective space is contained in Grassmann variety is what the number pair of 2r
satisfies the following.
The necessary and sufficient condition of what the point which has homogenious coordinate in projective space is contained in Grassmann variety is what the number pair of 2r
satisfies the following.
3. Interpretation
Language : projective space
Word : Grassmann variety
Meaning minimum : point which has homogenious coordinate in projective space
Language : projective space
Word : Grassmann variety
Meaning minimum : point which has homogenious coordinate in projective space
4. References
Grassmann variety Grassmann Language / March 6, 2012
Meaning minimumFrom Cell to Manifold/ Cell Theory / June 2, 2007
[ Cell Theory / Continuation of Quantum Theory for Language / For LEIBNIZ and JAKOBSON ]
Grassmann variety Grassmann Language / March 6, 2012
Meaning minimumFrom Cell to Manifold/ Cell Theory / June 2, 2007
[ Cell Theory / Continuation of Quantum Theory for Language / For LEIBNIZ and JAKOBSON ]
April 11, 2012
Sekinan Reserach Field of Language
Sekinan Reserach Field of Language
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