is there a specific way where i can convert it with ease from latex to matlab
an example of an equation i want to know how can i write it in matlab form from latex
example 1:
begin{equation} h_{k}=frac {A(m+1)}{2 pi d_{k}^{2}}cos ^{m}(phi _{k})T(psi _{k})g(psi _{k})cos (psi _{k}), end{equation}

example 2:

begin{align} tilde {R}_{k rightarrow j}!=! begin{cases} !! frac {B}{2} log _{2}left ({1 + frac {left ({ h_{k} a_{j} }right )^{2}} {sum _{i=j+1}^{K}left ({ h_{k} a_{i} }right )^{2} + varepsilon sum _{i=1}^{j-1}left ({ h_{k} a_{i} }right )^{2}+ 1/rho } }right ) geq T_{j},\ qquad j leq k,j neq K;\ !! frac {B}{2}log _{2} left ({! 1!+!frac {left ({ h_{K} a_{j} }right )^{2}} {varepsilon sum _{i=1}^{j-1}left ({ h_{K} a_{i} }right )^{2}+1/rho }}right ) !geq ! T_{j} , quad j=k=K;end{cases}!!!!!!!notag \ {}end{align}is there a specific way where i can convert it with ease from latex to matlab
an example of an equation i want to know how can i write it in matlab form from latex
example 1:
begin{equation} h_{k}=frac {A(m+1)}{2 pi d_{k}^{2}}cos ^{m}(phi _{k})T(psi _{k})g(psi _{k})cos (psi _{k}), end{equation}

example 2:

begin{align} tilde {R}_{k rightarrow j}!=! begin{cases} !! frac {B}{2} log _{2}left ({1 + frac {left ({ h_{k} a_{j} }right )^{2}} {sum _{i=j+1}^{K}left ({ h_{k} a_{i} }right )^{2} + varepsilon sum _{i=1}^{j-1}left ({ h_{k} a_{i} }right )^{2}+ 1/rho } }right ) geq T_{j},\ qquad j leq k,j neq K;\ !! frac {B}{2}log _{2} left ({! 1!+!frac {left ({ h_{K} a_{j} }right )^{2}} {varepsilon sum _{i=1}^{j-1}left ({ h_{K} a_{i} }right )^{2}+1/rho }}right ) !geq ! T_{j} , quad j=k=K;end{cases}!!!!!!!notag \ {}end{align} is there a specific way where i can convert it with ease from latex to matlab
an example of an equation i want to know how can i write it in matlab form from latex
example 1:
begin{equation} h_{k}=frac {A(m+1)}{2 pi d_{k}^{2}}cos ^{m}(phi _{k})T(psi _{k})g(psi _{k})cos (psi _{k}), end{equation}

example 2:

begin{align} tilde {R}_{k rightarrow j}!=! begin{cases} !! frac {B}{2} log _{2}left ({1 + frac {left ({ h_{k} a_{j} }right )^{2}} {sum _{i=j+1}^{K}left ({ h_{k} a_{i} }right )^{2} + varepsilon sum _{i=1}^{j-1}left ({ h_{k} a_{i} }right )^{2}+ 1/rho } }right ) geq T_{j},\ qquad j leq k,j neq K;\ !! frac {B}{2}log _{2} left ({! 1!+!frac {left ({ h_{K} a_{j} }right )^{2}} {varepsilon sum _{i=1}^{j-1}left ({ h_{K} a_{i} }right )^{2}+1/rho }}right ) !geq ! T_{j} , quad j=k=K;end{cases}!!!!!!!notag \ {}end{align} how to, latex, tex, special characters MATLAB Answers — New Questions

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