Re "Hardy had to teach him how to do the proofs.":
 

 Yes indeed. It's the fact that our brains can nevertheless come up with these 
staggering mathematical identities without any conscious calculation that makes 
R's abilities so mind blowing.
 

 Re "the bija mantra of Saraswati . . .  There's no evidence for this":
 

 But has anyone ever done a survey to check whether those given the Saraswati 
bija subsequently found their interests changing and they became more involved 
with artistic or scientific pursuits? (Ditto the other bija sounds/effects.)
 

 I wouldn't rule it out. 
 

 Why did that particular mantra end up being assigned to that particular 
goddess if those ancient Indian sages hadn't noticed a correlation amongst 
their disciples? You're not suggesting they threw dice to allocate sounds to 
effects?
 

 Re "purely arbitrary method":
 

 That's it. Clearly Ramanujan's method works (if you stand on your head and 
look at it cross-eyed) as it has some real-world applications. It's the 
arbitrariness that makes me twitchy. 
 

 

 

 



---In FairfieldLife@yahoogroups.com, <yifuxero@...> wrote :

 Thx....it's also true that:
 1. There were errors in many of the formulas R. sent to Hardy, since R. relied 
on "direct revelation" without submitting proofs.  Hardy had to teach him how 
to do the proofs.
 

 2. The fact that TM mantras may be considered to be "associated" with 
Goddesses/Gods as bija mantras of them is vastly different than being an overt 
devotee of a particular Goddess; and it doesn't follow that repeating the TM 
mantra will make one an expert in any particular field of knowledge, let alone 
mathematics.  If this were true, (considering that many TM'ers have the the 
bija mantra of Saraswati), wouldn't the repetition of this mantra according to 
this twisted logic make one an expert in everything?...including math?  There's 
no evidence for this.
 3. Next, depending upon how you bracked the terms in (1, -1, 1, -1, 1, -1...) 
you can get 0 or 1. But then the guy says "take the average, getting 1/2"   
That's not a standard, accepted operation in taking integer sums and is a 
purely arbitrary method for which there's no proof.  This collapses the entire 
rest of the argument.
 However, string theorists may be prone to making up their own rules.
 

  

Reply via email to