Critical point exponents inequalities  The Coopersmith inequolityby LagrangeEuler Tags: coopersmith, critical, exponents, inequalities, inequolity, point 

#1
May112, 03:35 AM

P: 275

The Coopersmith inequolity:
[tex]T=T_c, H\rightarrow 0^+[/tex] I'm confused by few things. What means [tex]H\rightarrow 0^+[/tex]? And what difference will be if [tex]H\rightarrow 0^[/tex]? And what means [tex]T=T_c[/tex] if we can't measure [tex]T_c[/tex] in experiments? Then there is relation [tex]M \sim H^{\frac{1}{\delta}}[/tex] That means if I understand well that [tex]\frac{1}{\delta}=\lim_{H\rightarrow 0}\frac{lnM(H)}{lnH}[/tex] Correct? 



#2
Jun412, 10:41 AM

P: 275

Any answer?



Register to reply 
Related Discussions  
Critical Exponents for Quantum Phase Transitions  Quantum Physics  0  
Critical exponents of quantum Heisenberg model  Atomic, Solid State, Comp. Physics  0  
Critical exponents for the Heisenberg AFM spin1/2 chain  Atomic, Solid State, Comp. Physics  2  
Critical Exponents  Advanced Physics Homework  0  
critical point  Calculus  7 