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− | The MFGSF ({{PAGENAME}}) is a function that uses FGH. <i>Note: I made this number just keysmashing FGH numbers. That's why it is salad. Leftunknown, as an expert in FGH, feel free to make any corrections.</i> |
+ | The MFGSF ({{PAGENAME}}) is a function that uses FGH. <i>Note: I made this number just keysmashing FGH numbers. That's why it is salad. Leftunknown, as an "expert" in FGH, feel free to make any corrections.</i> |
Formula: |
Formula: |
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The final number, the MFGSN ([...] Salad Number), is <math>MSF^{2147483648}_{2147483648}</math> |
The final number, the MFGSN ([...] Salad Number), is <math>MSF^{2147483648}_{2147483648}</math> |
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+ | The upper limit of MFGSN should be about f_{\vartheta(\Omega_{\omega})+1}(2^{63}), if this is the case, the MSN function would be comparable to SCG(n) |
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− | <span style="color:#000">hopefully this number is bigger than TREE(3)</span> |
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[[Category:Miner's Pages]] |
[[Category:Miner's Pages]] |
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[[Category:Number]] |
[[Category:Number]] |
Revision as of 12:23, 9 November 2019
The MFGSF (Miner's Fast Growing Salad Function) is a function that uses FGH. Note: I made this number just keysmashing FGH numbers. That's why it is salad. Leftunknown, as an "expert" in FGH, feel free to make any corrections.
Formula:
The final number, the MFGSN ([...] Salad Number), is
The upper limit of MFGSN should be about f_{\vartheta(\Omega_{\omega})+1}(2^{63}), if this is the case, the MSN function would be comparable to SCG(n)