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p ³õµÈȺ

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1)p-elementary group,p ³õµÈȺ

2)primary abel P-group,³õµÈ½»»»P-Ⱥ

3)p-group,p-Ⱥ

4)p group,pȺ

5)p-group,pȺ

6)p ª³ group,p£ª-Ⱥ

Ó÷¨ºÍÀý¾ä

On number of equivalent classes of fuzzy subgroups of primary abel P-group;

³õµÈ½»»»P-ȺµÄÄ£ºý×ÓȺµÄµÈ¼ÛÀàÊý

The orders of automorphism groups of some families p-groups;

ijһÀà¼Ò×åp-ȺµÄ×Ôͬ¹¹ÈºµÄ½×(Ó¢ÎÄ)

The Order of Automorphism Group of One Special Family of p-Group;

Ò»ÀàÌØÊâµÄp-ȺµÄ×Ôͬ¹¹ÈºµÄ½×

The Orders of the Automorphism Groups of Some p-groups;

Èô¸É¼Ò×åp-ȺµÄ×Ôͬ¹¹ÈºµÄ½×

The paper show that the p-group G can be classified into 15 classes which are non-isomorphic each other, where G be of cycle centre, and G / Z(G) be of order p~5.

±¾ÎÄÖ¤Ã÷ÖÐÐÄÑ­»·ÇÒÖÐÐÄÉÌΪp~5½×ȺµÄÓÐÏÞpȺÄÜ·ÖΪ15¸ö»¥²»Í¬¹¹µÄÀà¡£

In this paper,the authors give three groups of order p~6 with p-groups as auto- morphism groups,and obtain their orders of automorphism groups.

¸ÃÎĸø³öÁËÈý¸öÒÔpȺΪ×Ôͬ¹¹ÈºµÄp~6½×Ⱥ,²¢µÃµ½ÁËËüÃǵÄ×Ôͬ¹¹ÈºµÄ½×¡£

Non-Abelian Subgroup of Order p~3 Contained in the Frattini Subgroup of p-Groups;

p-ȺFrattini×ÓȺÖÐp~3½×·Ç½»»»µÄ×ÓȺ

On p-Automorphisms of an Abelian p-Group with Finite Rank

ÓÐÏÞÖÈAbel p-ȺµÄp-×Ôͬ¹¹µÄ×¢¼Ç

The Frattini Normal Embedding of Two-Generator Subgroups of p-Groups

p-Ⱥ¶þÔªÉú³É×ÓȺµÄFrattiniÕý¹æǶÈë

Approach of Calculating the Order of Automorphism Group of p-Group

¼ÆËãÓÐÏÞp-ȺµÄ×Ôͬ¹¹Èº½×µÄ·½·¨

On Groups All of Whose Proper Subgroups Have Prime Power Order

¹ØÓÚÈÎÒ»Õæ×ÓȺΪp-ȺµÄÓÐÏÞȺµÄÑо¿

On the Autmorphism Groups of Metacyclic p-group with a Cyclic Maximal Subgroup

¾ßÓÐÑ­»·¼«´ó×ÓȺµÄÑÇÑ­»·p-ȺµÄ×Ôͬ¹¹Èº

Non-metacyclic p-groups All of Whose Maximal Subgroups are Minimal Non-abelian

¼«´ó×ÓȺ¶¼ÊǼ«Ð¡·Ç½»»»ÈºµÄ·ÇÑÇÑ­»·p-Ⱥ

Finite p-groups in which any Two Noncommutative Elements Generate a Subgroup of Order p~3

ÈÎÒâÁ½¸ö·Ç½»»»Ôª¾ùÉú³Ép~3½××ÓȺµÄÓÐÏÞp-Ⱥ

Strong P-Congruences on P-Inversive Semigroups and the Lattice;

P-·´ÑÝ°ëȺÉϵÄÇ¿P-ͬÓ༰Æä¸ñ

A Characterization for Strong P-Congruences on P-Inversive Semigroups

P-·´ÑÝ°ëȺÉϵÄÇ¿P-ͬÓàµÄ¿Ì»­(Ó¢ÎÄ)

The p¡«£ª-Nilpotency and ¦È-Pairs for Subgroups on Finite Groups;

ÓÐÏÞȺµÄp¡«£ª-ÃÝÁãÐÔºÍ×ÓȺµÄ¦È-×ÓȺż

The Orders of Automorphism Groups of Groups of Order P¡«6 (¦Õ_(11),¦Õ_(33));

P¡«6½×ȺµÄ×Ôͬ¹¹ÈºµÄ½×£¨¦Õ_£¨11£©,¦Õ_£¨33£©£©

THE ORDERS OF AUTOMORPHISM GROUPS OF GROUPS OF ORDER p5;

p¡«5½×ȺµÄ×Ôͬ¹¹ÈºµÄ½×£¨¦µ_6¡ª¦µ_£¨10£©£©

The Maximal Z-Order of the Integral Group Rings of Finite Cyclic Groups;

P~r½×Ñ­»·ÈºµÄÕûȺ»·µÄ¼«´óZ-Ðò

F-S-Supplement of the Mininal Subgroups and p-nilpotentcy of Finite Groups

¼«Ð¡×ÓȺµÄF-S-²¹ÓëÓÐÏÞȺp-ÃÝÁãÐÔ

The minimum regular *-semigroup congruence on strongly P-regular semigroup

Ç¿P-ÕýÔò°ëȺÉϵÄ×îСÕýÔò*-°ëȺͬÓà

LA-Group and the Stractore of Auto-Morphism Groups of Some Special p-Groups;

Èô¸ÉLA-Ⱥ¼°Ò»ÀàÌØÊâP-Ⱥ×Ôͬ¹¹ÈºµÄ½á¹¹

Studies on Structures and Characterizations of L~p-abundant Semigroups;

L~p-¸»×ã°ëȺµÄ½á¹¹ºÍÐÔÖÊÑо¿