LINEAR POLARS OF THE k-HEDRON IN n-SPACE
Many questions in pure geometry could only be resolved by complicated processes which rendered their solution exceedingly difficult if not impossible, notwithstanding the researches of Harris Franklin MacNeish and other mathematicians.
This doctoral dissertation by MacNeish, describes and utilizes principles formulated by mathematicians Colin MacLaurin (MacLaurin's Series) and Roger Cotes (Cote's Theorem).
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This doctoral dissertation by MacNeish, describes and utilizes principles formulated by mathematicians Colin MacLaurin (MacLaurin's Series) and Roger Cotes (Cote's Theorem).
LINEAR POLARS OF THE k-HEDRON IN n-SPACE
Many questions in pure geometry could only be resolved by complicated processes which rendered their solution exceedingly difficult if not impossible, notwithstanding the researches of Harris Franklin MacNeish and other mathematicians.
This doctoral dissertation by MacNeish, describes and utilizes principles formulated by mathematicians Colin MacLaurin (MacLaurin's Series) and Roger Cotes (Cote's Theorem).
This doctoral dissertation by MacNeish, describes and utilizes principles formulated by mathematicians Colin MacLaurin (MacLaurin's Series) and Roger Cotes (Cote's Theorem).
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LINEAR POLARS OF THE k-HEDRON IN n-SPACE
LINEAR POLARS OF THE k-HEDRON IN n-SPACE
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Product Details
| BN ID: | 2940016257501 |
|---|---|
| Publisher: | OGB |
| Publication date: | 02/19/2013 |
| Sold by: | Barnes & Noble |
| Format: | eBook |
| File size: | 2 MB |
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