How can I write this equation to fit in a single column using IEEEtran?
documentclass[journal]{IEEEtran}
usepackage{eqnarray,amsmath}
usepackage{amssymb}
usepackage{mathtools}
begin{document}
begin{align} maxlimits_{bm{P}^{(k)}} & R_k(bm{P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}end{align}
end{document}
equations two-column
add a comment |
documentclass[journal]{IEEEtran}
usepackage{eqnarray,amsmath}
usepackage{amssymb}
usepackage{mathtools}
begin{document}
begin{align} maxlimits_{bm{P}^{(k)}} & R_k(bm{P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}end{align}
end{document}
equations two-column
1
Welcome to TeX.SX! Please make your code compilable (if possible), or at least complete it withdocumentclass{...}
, the requiredusepackage
's,begin{document}
, andend{document}
. That may seem tedious to you, but think of the extra work it represents for TeX.SX users willing to give you a hand. Help them help you: remove that one hurdle between you and a solution to your problem.
– Stefan Pinnow
Feb 7 at 5:38
You could introduce an abbreviation forsigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}
.
– marmot
Feb 7 at 5:49
Thank you but is there no other way ?
– Radhika Gour
Feb 7 at 5:55
add a comment |
documentclass[journal]{IEEEtran}
usepackage{eqnarray,amsmath}
usepackage{amssymb}
usepackage{mathtools}
begin{document}
begin{align} maxlimits_{bm{P}^{(k)}} & R_k(bm{P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}end{align}
end{document}
equations two-column
documentclass[journal]{IEEEtran}
usepackage{eqnarray,amsmath}
usepackage{amssymb}
usepackage{mathtools}
begin{document}
begin{align} maxlimits_{bm{P}^{(k)}} & R_k(bm{P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}end{align}
end{document}
equations two-column
equations two-column
edited Feb 7 at 5:47
marmot
120k6156292
120k6156292
asked Feb 7 at 5:33
Radhika GourRadhika Gour
62
62
1
Welcome to TeX.SX! Please make your code compilable (if possible), or at least complete it withdocumentclass{...}
, the requiredusepackage
's,begin{document}
, andend{document}
. That may seem tedious to you, but think of the extra work it represents for TeX.SX users willing to give you a hand. Help them help you: remove that one hurdle between you and a solution to your problem.
– Stefan Pinnow
Feb 7 at 5:38
You could introduce an abbreviation forsigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}
.
– marmot
Feb 7 at 5:49
Thank you but is there no other way ?
– Radhika Gour
Feb 7 at 5:55
add a comment |
1
Welcome to TeX.SX! Please make your code compilable (if possible), or at least complete it withdocumentclass{...}
, the requiredusepackage
's,begin{document}
, andend{document}
. That may seem tedious to you, but think of the extra work it represents for TeX.SX users willing to give you a hand. Help them help you: remove that one hurdle between you and a solution to your problem.
– Stefan Pinnow
Feb 7 at 5:38
You could introduce an abbreviation forsigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}
.
– marmot
Feb 7 at 5:49
Thank you but is there no other way ?
– Radhika Gour
Feb 7 at 5:55
1
1
Welcome to TeX.SX! Please make your code compilable (if possible), or at least complete it with
documentclass{...}
, the required usepackage
's, begin{document}
, and end{document}
. That may seem tedious to you, but think of the extra work it represents for TeX.SX users willing to give you a hand. Help them help you: remove that one hurdle between you and a solution to your problem.– Stefan Pinnow
Feb 7 at 5:38
Welcome to TeX.SX! Please make your code compilable (if possible), or at least complete it with
documentclass{...}
, the required usepackage
's, begin{document}
, and end{document}
. That may seem tedious to you, but think of the extra work it represents for TeX.SX users willing to give you a hand. Help them help you: remove that one hurdle between you and a solution to your problem.– Stefan Pinnow
Feb 7 at 5:38
You could introduce an abbreviation for
sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}
.– marmot
Feb 7 at 5:49
You could introduce an abbreviation for
sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}
.– marmot
Feb 7 at 5:49
Thank you but is there no other way ?
– Radhika Gour
Feb 7 at 5:55
Thank you but is there no other way ?
– Radhika Gour
Feb 7 at 5:55
add a comment |
2 Answers
2
active
oldest
votes
Some suggestions:
Divide the material into two parts, and place the first part in a
multlined
environment and the second in analigned
environment. Place this material in agather
enrivonment.For the long denominator, use
substack
to introduce a line break in the lower limit of summation, and use asmashoperator
directive to "smash" the space around the summation symbol.Place the "such that" string in an
intertext
directive.Optional: To limit the size of the outer parentheses, encase the
smashoperator{...}
material in asmash{...}
wrapper. In general, doing this might be somewhat problematic. Here, though, there's no problem as the material that comes below is doesn't protrude much to the right.
documentclass[journal]{IEEEtran}
usepackage{amssymb,mathtools,bm}
begin{document}
begin{gather}label{powerprob}
begin{multlined}
max_{bm{P}^{(k)}} R_k(bm{P}^{(k)})\[-3ex]
=sum_{jin c^{(k)}} log_2 left( 1+frac{p_j^{(k)}g_{j,j}^{(k)}}{
sigma_N^2 +
smash[b]{smashoperator{
sumlimits_{substack{j'=1,\j'neq jhfill}}^
{lvertmathcal{C}^{(k)}rvert}}},
p_{j'}^{(k)}h_{j',j}^{(k)}
+p_{b}^{(k)}h_{b,j}^{(k)}}right)
end{multlined} notag \
intertext{such that}
begin{aligned}[b]
&C_{1}colon 0leq p_{b}^{(k)}leq P_{b}^{max} \[1ex]
&C_{2}colon 0leq p_{j}^{(k)}leq P_{d}^{max}quad forall jin c^{(k)} \[1ex]
&C_{3}colon log_2left(
1+frac{p_b^{(k)}g_{b,n}^{(k)}}{ sigma_N^2+sum_{jin c^{(k)}} p_j^{(k)}h_{j,b}^{(k)}}
right)geq R_{b,min}
end{aligned}
end{gather}
end{document}
add a comment |
You can use cuted
package and use strip
envrionment to achieve it:
documentclass[journal]{IEEEtran}
usepackage{mathtools,lipsum}
usepackage{cuted}
%https://tex.stackexchange.com/questions/255086/how-to-put-a-long-equation-spanning-two-columns-while-using-ieeetran
begin{document}
lipsum
begin{strip}
begin{align}
maxlimits_{{P}^{(k)}} & R_k({P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}
end{align}
end{strip}
lipsum
end{document}
which would give you
PS: I did not know what you mean by bm
, hence, I removed it.
add a comment |
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2 Answers
2
active
oldest
votes
2 Answers
2
active
oldest
votes
active
oldest
votes
active
oldest
votes
Some suggestions:
Divide the material into two parts, and place the first part in a
multlined
environment and the second in analigned
environment. Place this material in agather
enrivonment.For the long denominator, use
substack
to introduce a line break in the lower limit of summation, and use asmashoperator
directive to "smash" the space around the summation symbol.Place the "such that" string in an
intertext
directive.Optional: To limit the size of the outer parentheses, encase the
smashoperator{...}
material in asmash{...}
wrapper. In general, doing this might be somewhat problematic. Here, though, there's no problem as the material that comes below is doesn't protrude much to the right.
documentclass[journal]{IEEEtran}
usepackage{amssymb,mathtools,bm}
begin{document}
begin{gather}label{powerprob}
begin{multlined}
max_{bm{P}^{(k)}} R_k(bm{P}^{(k)})\[-3ex]
=sum_{jin c^{(k)}} log_2 left( 1+frac{p_j^{(k)}g_{j,j}^{(k)}}{
sigma_N^2 +
smash[b]{smashoperator{
sumlimits_{substack{j'=1,\j'neq jhfill}}^
{lvertmathcal{C}^{(k)}rvert}}},
p_{j'}^{(k)}h_{j',j}^{(k)}
+p_{b}^{(k)}h_{b,j}^{(k)}}right)
end{multlined} notag \
intertext{such that}
begin{aligned}[b]
&C_{1}colon 0leq p_{b}^{(k)}leq P_{b}^{max} \[1ex]
&C_{2}colon 0leq p_{j}^{(k)}leq P_{d}^{max}quad forall jin c^{(k)} \[1ex]
&C_{3}colon log_2left(
1+frac{p_b^{(k)}g_{b,n}^{(k)}}{ sigma_N^2+sum_{jin c^{(k)}} p_j^{(k)}h_{j,b}^{(k)}}
right)geq R_{b,min}
end{aligned}
end{gather}
end{document}
add a comment |
Some suggestions:
Divide the material into two parts, and place the first part in a
multlined
environment and the second in analigned
environment. Place this material in agather
enrivonment.For the long denominator, use
substack
to introduce a line break in the lower limit of summation, and use asmashoperator
directive to "smash" the space around the summation symbol.Place the "such that" string in an
intertext
directive.Optional: To limit the size of the outer parentheses, encase the
smashoperator{...}
material in asmash{...}
wrapper. In general, doing this might be somewhat problematic. Here, though, there's no problem as the material that comes below is doesn't protrude much to the right.
documentclass[journal]{IEEEtran}
usepackage{amssymb,mathtools,bm}
begin{document}
begin{gather}label{powerprob}
begin{multlined}
max_{bm{P}^{(k)}} R_k(bm{P}^{(k)})\[-3ex]
=sum_{jin c^{(k)}} log_2 left( 1+frac{p_j^{(k)}g_{j,j}^{(k)}}{
sigma_N^2 +
smash[b]{smashoperator{
sumlimits_{substack{j'=1,\j'neq jhfill}}^
{lvertmathcal{C}^{(k)}rvert}}},
p_{j'}^{(k)}h_{j',j}^{(k)}
+p_{b}^{(k)}h_{b,j}^{(k)}}right)
end{multlined} notag \
intertext{such that}
begin{aligned}[b]
&C_{1}colon 0leq p_{b}^{(k)}leq P_{b}^{max} \[1ex]
&C_{2}colon 0leq p_{j}^{(k)}leq P_{d}^{max}quad forall jin c^{(k)} \[1ex]
&C_{3}colon log_2left(
1+frac{p_b^{(k)}g_{b,n}^{(k)}}{ sigma_N^2+sum_{jin c^{(k)}} p_j^{(k)}h_{j,b}^{(k)}}
right)geq R_{b,min}
end{aligned}
end{gather}
end{document}
add a comment |
Some suggestions:
Divide the material into two parts, and place the first part in a
multlined
environment and the second in analigned
environment. Place this material in agather
enrivonment.For the long denominator, use
substack
to introduce a line break in the lower limit of summation, and use asmashoperator
directive to "smash" the space around the summation symbol.Place the "such that" string in an
intertext
directive.Optional: To limit the size of the outer parentheses, encase the
smashoperator{...}
material in asmash{...}
wrapper. In general, doing this might be somewhat problematic. Here, though, there's no problem as the material that comes below is doesn't protrude much to the right.
documentclass[journal]{IEEEtran}
usepackage{amssymb,mathtools,bm}
begin{document}
begin{gather}label{powerprob}
begin{multlined}
max_{bm{P}^{(k)}} R_k(bm{P}^{(k)})\[-3ex]
=sum_{jin c^{(k)}} log_2 left( 1+frac{p_j^{(k)}g_{j,j}^{(k)}}{
sigma_N^2 +
smash[b]{smashoperator{
sumlimits_{substack{j'=1,\j'neq jhfill}}^
{lvertmathcal{C}^{(k)}rvert}}},
p_{j'}^{(k)}h_{j',j}^{(k)}
+p_{b}^{(k)}h_{b,j}^{(k)}}right)
end{multlined} notag \
intertext{such that}
begin{aligned}[b]
&C_{1}colon 0leq p_{b}^{(k)}leq P_{b}^{max} \[1ex]
&C_{2}colon 0leq p_{j}^{(k)}leq P_{d}^{max}quad forall jin c^{(k)} \[1ex]
&C_{3}colon log_2left(
1+frac{p_b^{(k)}g_{b,n}^{(k)}}{ sigma_N^2+sum_{jin c^{(k)}} p_j^{(k)}h_{j,b}^{(k)}}
right)geq R_{b,min}
end{aligned}
end{gather}
end{document}
Some suggestions:
Divide the material into two parts, and place the first part in a
multlined
environment and the second in analigned
environment. Place this material in agather
enrivonment.For the long denominator, use
substack
to introduce a line break in the lower limit of summation, and use asmashoperator
directive to "smash" the space around the summation symbol.Place the "such that" string in an
intertext
directive.Optional: To limit the size of the outer parentheses, encase the
smashoperator{...}
material in asmash{...}
wrapper. In general, doing this might be somewhat problematic. Here, though, there's no problem as the material that comes below is doesn't protrude much to the right.
documentclass[journal]{IEEEtran}
usepackage{amssymb,mathtools,bm}
begin{document}
begin{gather}label{powerprob}
begin{multlined}
max_{bm{P}^{(k)}} R_k(bm{P}^{(k)})\[-3ex]
=sum_{jin c^{(k)}} log_2 left( 1+frac{p_j^{(k)}g_{j,j}^{(k)}}{
sigma_N^2 +
smash[b]{smashoperator{
sumlimits_{substack{j'=1,\j'neq jhfill}}^
{lvertmathcal{C}^{(k)}rvert}}},
p_{j'}^{(k)}h_{j',j}^{(k)}
+p_{b}^{(k)}h_{b,j}^{(k)}}right)
end{multlined} notag \
intertext{such that}
begin{aligned}[b]
&C_{1}colon 0leq p_{b}^{(k)}leq P_{b}^{max} \[1ex]
&C_{2}colon 0leq p_{j}^{(k)}leq P_{d}^{max}quad forall jin c^{(k)} \[1ex]
&C_{3}colon log_2left(
1+frac{p_b^{(k)}g_{b,n}^{(k)}}{ sigma_N^2+sum_{jin c^{(k)}} p_j^{(k)}h_{j,b}^{(k)}}
right)geq R_{b,min}
end{aligned}
end{gather}
end{document}
answered Feb 7 at 7:26
MicoMico
288k32394781
288k32394781
add a comment |
add a comment |
You can use cuted
package and use strip
envrionment to achieve it:
documentclass[journal]{IEEEtran}
usepackage{mathtools,lipsum}
usepackage{cuted}
%https://tex.stackexchange.com/questions/255086/how-to-put-a-long-equation-spanning-two-columns-while-using-ieeetran
begin{document}
lipsum
begin{strip}
begin{align}
maxlimits_{{P}^{(k)}} & R_k({P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}
end{align}
end{strip}
lipsum
end{document}
which would give you
PS: I did not know what you mean by bm
, hence, I removed it.
add a comment |
You can use cuted
package and use strip
envrionment to achieve it:
documentclass[journal]{IEEEtran}
usepackage{mathtools,lipsum}
usepackage{cuted}
%https://tex.stackexchange.com/questions/255086/how-to-put-a-long-equation-spanning-two-columns-while-using-ieeetran
begin{document}
lipsum
begin{strip}
begin{align}
maxlimits_{{P}^{(k)}} & R_k({P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}
end{align}
end{strip}
lipsum
end{document}
which would give you
PS: I did not know what you mean by bm
, hence, I removed it.
add a comment |
You can use cuted
package and use strip
envrionment to achieve it:
documentclass[journal]{IEEEtran}
usepackage{mathtools,lipsum}
usepackage{cuted}
%https://tex.stackexchange.com/questions/255086/how-to-put-a-long-equation-spanning-two-columns-while-using-ieeetran
begin{document}
lipsum
begin{strip}
begin{align}
maxlimits_{{P}^{(k)}} & R_k({P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}
end{align}
end{strip}
lipsum
end{document}
which would give you
PS: I did not know what you mean by bm
, hence, I removed it.
You can use cuted
package and use strip
envrionment to achieve it:
documentclass[journal]{IEEEtran}
usepackage{mathtools,lipsum}
usepackage{cuted}
%https://tex.stackexchange.com/questions/255086/how-to-put-a-long-equation-spanning-two-columns-while-using-ieeetran
begin{document}
lipsum
begin{strip}
begin{align}
maxlimits_{{P}^{(k)}} & R_k({P}^{(k)})=sumlimits_{jin c^{(k)}}text{log}_2left(1+frac{p_j^{(k)}g_{j,j}^{(k)}}{sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}}right) nonumber\ text{s.t}. &C_{1}:0le p_{b}^{(k)}leq P_{b}^{max}nonumber\ &C_{2}:0leq p_{j}^{(k)}leq P_{d}^{max},~~forall jin c^{(k)}nonumber\ &C_{3}:text{log}_2(1+frac{p_b^{(k)}g_{b,n}^{(k)}}{sigma_N^2+sumlimits_{jin c^{(k)}}p_j^{(k)}h_{j,b}^{(k)}})geq R_{b,min}label{powerprob}
end{align}
end{strip}
lipsum
end{document}
which would give you
PS: I did not know what you mean by bm
, hence, I removed it.
answered Feb 7 at 7:12
RaajaRaaja
5,45121645
5,45121645
add a comment |
add a comment |
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1
Welcome to TeX.SX! Please make your code compilable (if possible), or at least complete it with
documentclass{...}
, the requiredusepackage
's,begin{document}
, andend{document}
. That may seem tedious to you, but think of the extra work it represents for TeX.SX users willing to give you a hand. Help them help you: remove that one hurdle between you and a solution to your problem.– Stefan Pinnow
Feb 7 at 5:38
You could introduce an abbreviation for
sigma_N^2+sumlimits_{j'=1,j'neq j}^{vert mathcal{C}^{(k)}vert}p_{j'}^{(k)}h_{j',j}^{(k)}+p_{b}^{(k)}h_{b,j}^{(k)}
.– marmot
Feb 7 at 5:49
Thank you but is there no other way ?
– Radhika Gour
Feb 7 at 5:55