Definition ![a \mathrel{\left[ \prod^{(A 2)} f \right]} b \Leftrightarrow \exists M \in \mathrm{fin} \forall i \in (\mathrm{dom}\, f) \setminus M : \Pr^{\mathsf{RLD}}_i a \mathrel{[f_i]} \Pr^{\mathsf{RLD}}_i b](http://s0.wp.com/latex.php?latex=a+%5Cmathrel%7B%5Cleft%5B+%5Cprod%5E%7B%28A+2%29%7D+f+%5Cright%5D%7D+b+%5CLeftrightarrow+%5Cexists+M+%5Cin+%5Cmathrm%7Bfin%7D+%5Cforall+i+%5Cin+%28%5Cmathrm%7Bdom%7D%5C%2C+f%29+%5Csetminus+M+%3A+%5CPr%5E%7B%5Cmathsf%7BRLD%7D%7D_i+a+%5Cmathrel%7B%5Bf_i%5D%7D+%5CPr%5E%7B%5Cmathsf%7BRLD%7D%7D_i+b&bg=ffffff&fg=444444&s=0&c=20201002)
Conjecture Funcoid 
↧
A different definition of product of funcoids
↧
Channel:
November 2016 – Victor Porton's Math Blog
X
Are you the publisher?
Claim or
contact us
about this channel.
X
0
Channel Details:
- Title: November 2016 – Victor Porton's Math Blog
- Channel Number: 81052046
- Language: English
- Registered On: July 16, 2024, 10:46 pm
- Number of Articles: 4
- Latest Snapshot: July 16, 2024, 10:47 pm
- RSS URL: https://portonmath.wordpress.com/2016/11/feed
- Publisher: https://portonmath.wordpress.com
- Description: Math research of Victor Porton
- Catalog: //porton52.rssing.com/catalog.php?indx=81052046
© 2025 //www.rssing.com