RevTex 4.1, authors affiliations: hybrid between groupedaddress and superscriptaddress
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I am trying to have my authors' affiliations to be in the following form:
Author 1^{1,2}, Author 2^{1}, Author 3^{2,3}, ..., and Author 99^{1}
Affiliation 1
Affiliation 2
....
Author A^{1}, Author B^{1,2}, and Author Z^{3}
Affiliation 1
Affiliation 2
Affiliation 3
I do not care about the numbering and ordering of the affiliations. Long story short, I need to be able to create two groups of authors (as groupedaddress would do if the affiliations were to be the same within each group); these groups need to have a number of different affiliations which are indicated with the classic superscript notation.
I spent quite a lot of time searching the web for a possible solution but could not come up with anything. Any ideas?
revtex author affiliation
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up vote
0
down vote
favorite
I am trying to have my authors' affiliations to be in the following form:
Author 1^{1,2}, Author 2^{1}, Author 3^{2,3}, ..., and Author 99^{1}
Affiliation 1
Affiliation 2
....
Author A^{1}, Author B^{1,2}, and Author Z^{3}
Affiliation 1
Affiliation 2
Affiliation 3
I do not care about the numbering and ordering of the affiliations. Long story short, I need to be able to create two groups of authors (as groupedaddress would do if the affiliations were to be the same within each group); these groups need to have a number of different affiliations which are indicated with the classic superscript notation.
I spent quite a lot of time searching the web for a possible solution but could not come up with anything. Any ideas?
revtex author affiliation
are the two "Affiliation 1" (top and bottom) the same affiliations?
– Troy
Dec 7 at 14:41
In this particular case, there is no overlap between the two groups in terms of affiliations.
– John
Dec 10 at 10:40
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
I am trying to have my authors' affiliations to be in the following form:
Author 1^{1,2}, Author 2^{1}, Author 3^{2,3}, ..., and Author 99^{1}
Affiliation 1
Affiliation 2
....
Author A^{1}, Author B^{1,2}, and Author Z^{3}
Affiliation 1
Affiliation 2
Affiliation 3
I do not care about the numbering and ordering of the affiliations. Long story short, I need to be able to create two groups of authors (as groupedaddress would do if the affiliations were to be the same within each group); these groups need to have a number of different affiliations which are indicated with the classic superscript notation.
I spent quite a lot of time searching the web for a possible solution but could not come up with anything. Any ideas?
revtex author affiliation
I am trying to have my authors' affiliations to be in the following form:
Author 1^{1,2}, Author 2^{1}, Author 3^{2,3}, ..., and Author 99^{1}
Affiliation 1
Affiliation 2
....
Author A^{1}, Author B^{1,2}, and Author Z^{3}
Affiliation 1
Affiliation 2
Affiliation 3
I do not care about the numbering and ordering of the affiliations. Long story short, I need to be able to create two groups of authors (as groupedaddress would do if the affiliations were to be the same within each group); these groups need to have a number of different affiliations which are indicated with the classic superscript notation.
I spent quite a lot of time searching the web for a possible solution but could not come up with anything. Any ideas?
revtex author affiliation
revtex author affiliation
asked Dec 7 at 11:26
John
1
1
are the two "Affiliation 1" (top and bottom) the same affiliations?
– Troy
Dec 7 at 14:41
In this particular case, there is no overlap between the two groups in terms of affiliations.
– John
Dec 10 at 10:40
add a comment |
are the two "Affiliation 1" (top and bottom) the same affiliations?
– Troy
Dec 7 at 14:41
In this particular case, there is no overlap between the two groups in terms of affiliations.
– John
Dec 10 at 10:40
are the two "Affiliation 1" (top and bottom) the same affiliations?
– Troy
Dec 7 at 14:41
are the two "Affiliation 1" (top and bottom) the same affiliations?
– Troy
Dec 7 at 14:41
In this particular case, there is no overlap between the two groups in terms of affiliations.
– John
Dec 10 at 10:40
In this particular case, there is no overlap between the two groups in terms of affiliations.
– John
Dec 10 at 10:40
add a comment |
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are the two "Affiliation 1" (top and bottom) the same affiliations?
– Troy
Dec 7 at 14:41
In this particular case, there is no overlap between the two groups in terms of affiliations.
– John
Dec 10 at 10:40