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Excluded redundant words. Replaced the words "$p$-adic number field $\mathbb{Q}_p$" by "$p$-adic field $\mathbb{Q}_p$". This is more suitable "p-adic number field" fields in general means $\mathbb{Q}_p$ and it's finite extensions
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edit approved Nov 3 at 6:26
Learner
edit approved Nov 3 at 6:26
Learner
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Over the past few decades, a vast research area in number theory is surrounded by the $p$-adic number field $\mathbb{Q}_p$ and its extensions.

My question is on different perspective.

What are the lists of some specialized journals that publishes works in $p$-adic number theory ?

I have in mind the following journals:

  • journal of number theory

  • algebra and number theory

  • acta arithmetica

  • international journal of number theory

  • Journal de Theorie des Nombres de Bordeaux

  • $p$-adic numbers, ultrametric analysis and applications

May be my ranking is not correct exactly.

All of the above journals are SCI indexed or SCI-expanded indexed except the last one. The last one seems a quite new journal, probably consisting of $14$ volumes as of year $2021$. But it seems, the last journal is emerging well over the past years looking at its Scimago impact factor (placing it in quartile $Q_2$ last year). It seems it is specially oriented for $p$-adic number field or more generally on nonarchimedian field.

As a PhD student in $p$-adic algebraic number theory, my question-

Is it worthy to publish a research paper in any one of these journals ?

Any comments please

Over the past few decades, a vast research area in number theory is surrounded by the $p$-adic number field $\mathbb{Q}_p$ and its extensions.

My question is on different perspective.

What are the lists of some specialized journals that publishes works in $p$-adic number theory ?

I have in mind the following journals:

  • journal of number theory

  • algebra and number theory

  • acta arithmetica

  • international journal of number theory

  • Journal de Theorie des Nombres de Bordeaux

  • $p$-adic numbers, ultrametric analysis and applications

May be my ranking is not correct exactly.

All of the above journals are SCI indexed or SCI-expanded indexed except the last one. The last one seems a quite new journal, probably consisting of $14$ volumes as of year $2021$. But it seems, the last journal is emerging well over the past years looking at its Scimago impact factor (placing it in quartile $Q_2$ last year). It seems it is specially oriented for $p$-adic number field or more generally on nonarchimedian field.

As a PhD student in $p$-adic algebraic number theory, my question-

Is it worthy to publish a research paper in any one of these journals ?

Any comments please

Over the past few decades, a vast research area in number theory is surrounded by the $p$-adic field $\mathbb{Q}_p$ and its extensions.

My question is on different perspective.

What are the lists of some specialized journals that publishes works in $p$-adic number theory ?

I have in mind the following journals:

  • journal of number theory

  • algebra and number theory

  • acta arithmetica

  • international journal of number theory

  • Journal de Theorie des Nombres de Bordeaux

  • $p$-adic numbers, ultrametric analysis and applications

May be my ranking is not correct exactly.

All of the above journals are SCI indexed or SCI-expanded indexed except the last one. The last one seems a quite new journal, probably consisting of $14$ volumes as of year $2021$. But it seems, the last journal is emerging well over the past years looking at its Scimago impact factor (placing it in quartile $Q_2$ last year). It seems it is specially oriented for $p$-adic number field or more generally on nonarchimedian field.

As a PhD student in $p$-adic algebraic number theory, my question-

Is it worthy to publish a research paper in any one of these journals ?

Any comments please

added 8 characters in body
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MAS
MAS
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  • 18

Over the past few decades, a vast research area in number theory is surrounded by the $p$-adic number field $\mathbb{Q}_p$ and its extensions.

My question is on different perspective.

What are the lists of some specialized journals that publishes works in $p$-adic number theory ?

I have in mind the following journals:

  • journal of number theory

  • algebra and number theory

  • acta arithmetica

  • international journal of number theory

  • Journal de Theorie des Nombres de Bordeaux

  • $p$-adic numbers, ultrametric analysis and applications

May be my ranking is not correct exactly.

All of the above journals are SCI indexed or SCI-expanded indexed except the last one. The last one seems a quite new journal, probably consisting of $14$ volumes as of nowyear $2021$. But it seems, the last journal is emerging well over the past years looking at its Scimago impact factor (placing it in quartile $Q_2$ last year). It seems it is specially oriented for $p$-adic number field or more generally on nonarchimedian field.

As a PhD student in $p$-adic algebraic number theory, my question-

Is it worthy to publish a research paper in any one of these journals ?

Any comments please

Over the past few decades, a vast research area in number theory is surrounded by the $p$-adic number field $\mathbb{Q}_p$ and its extensions.

My question is on different perspective.

What are the lists of some specialized journals that publishes works in $p$-adic number theory ?

I have in mind the following journals:

  • journal of number theory

  • algebra and number theory

  • acta arithmetica

  • international journal of number theory

  • Journal de Theorie des Nombres de Bordeaux

  • $p$-adic numbers, ultrametric analysis and applications

May be my ranking is not correct exactly.

All of the above journals are SCI indexed or SCI-expanded indexed except the last one. The last one seems a quite new journal, probably consisting of $14$ volumes as of now. But it seems, the last journal is emerging well over the past years looking at its Scimago impact factor (placing it in quartile $Q_2$ last year). It seems it is specially oriented for $p$-adic number field or more generally on nonarchimedian field.

As a PhD student in $p$-adic algebraic number theory, my question-

Is it worthy to publish a research paper in any one of these journals ?

Any comments please

Over the past few decades, a vast research area in number theory is surrounded by the $p$-adic number field $\mathbb{Q}_p$ and its extensions.

My question is on different perspective.

What are the lists of some specialized journals that publishes works in $p$-adic number theory ?

I have in mind the following journals:

  • journal of number theory

  • algebra and number theory

  • acta arithmetica

  • international journal of number theory

  • Journal de Theorie des Nombres de Bordeaux

  • $p$-adic numbers, ultrametric analysis and applications

May be my ranking is not correct exactly.

All of the above journals are SCI indexed or SCI-expanded indexed except the last one. The last one seems a quite new journal, probably consisting of $14$ volumes as of year $2021$. But it seems, the last journal is emerging well over the past years looking at its Scimago impact factor (placing it in quartile $Q_2$ last year). It seems it is specially oriented for $p$-adic number field or more generally on nonarchimedian field.

As a PhD student in $p$-adic algebraic number theory, my question-

Is it worthy to publish a research paper in any one of these journals ?

Any comments please

Source Link
MAS
MAS
  • 930
  • 6
  • 18

Some good journals in $p$-adic number theory

Over the past few decades, a vast research area in number theory is surrounded by the $p$-adic number field $\mathbb{Q}_p$ and its extensions.

My question is on different perspective.

What are the lists of some specialized journals that publishes works in $p$-adic number theory ?

I have in mind the following journals:

  • journal of number theory

  • algebra and number theory

  • acta arithmetica

  • international journal of number theory

  • Journal de Theorie des Nombres de Bordeaux

  • $p$-adic numbers, ultrametric analysis and applications

May be my ranking is not correct exactly.

All of the above journals are SCI indexed or SCI-expanded indexed except the last one. The last one seems a quite new journal, probably consisting of $14$ volumes as of now. But it seems, the last journal is emerging well over the past years looking at its Scimago impact factor (placing it in quartile $Q_2$ last year). It seems it is specially oriented for $p$-adic number field or more generally on nonarchimedian field.

As a PhD student in $p$-adic algebraic number theory, my question-

Is it worthy to publish a research paper in any one of these journals ?

Any comments please