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%%%%%%%  File ID: srcz.tex �l���\�[�X�t�@�C��
%%%%%%%  Contact: tsaitoh@tutms.tut.ac.jp (SAITOU, Toshi-Hide)
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 \begin{enumerate}
   \item �ߔN�����_�v�Z�����, �����\���_��, ���ώ�`�_��,
     �ÓT�_���̌�������̉�������B���̒��Ŏ���(�����H��)�ƌÓT�_��
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	 �������B�ÐX�͂�����ꕔ���ǂ��̌n CK �𓾂��B�̌n CK �́u�Ȃ�Ώ����v, 
	 �u�����v, �u�ꍇ�킯�v�̂R�̐��_�K���������Ă���B���̑̌n�̔����͂܂�
	 �����V�������̂ł���, �����_�������������ÓT�_���̎��R��㈑̌n�̍ŏ���
	 ����(���_������������̂�F�߂�� Parigot �̂��̂�����)�ł���B�̌n CK
	 �ɂ��Ă͍X�� Church-Rosser ���Ȃǂ𒲂ׂĂ���Ƃ���ł���B
	���̌��ʂ�, ���w�ŕ��ʂɎg���Ă���_���ɂ��Ă̌��ʂł���̂�, �e���ʂ�
	�璍�ڂ���Ă���B
	\item ��L�̌��ʂ͐V�����v�Z�����𐶂�ł���B���̌v�Z�����ɂ��Ă͏�ŏq
	�ׂ� Church-Rosser �������łȂ�, ���̈Ӗ��Ȃǂ����ׂĂ���B
	\item �����̌��_�������R��㈑̌n�����
	$\lambda\mu$ �v�Z�Ƃ��̎��ӂ̌�����, ���c�ɂ�芈���ɍs�Ȃ��{�񍐏���
	�������\�̗��ɂ����̘_���𐶂�ł���B
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	\item	����̓J�e�S���[���@�ɂ���, �����̍\���_
	�I������Ӗ��_�I��������薾�炩�ɂ���悤������i�ߐ��ʂ𓾂Ă���B
	\item �����, �����_�v�Z�̃J�e�S���[���f���ɂ��Ă̌�����
	�i��, �\���_�I�Ȑ������ؖ����邽�߂̃��f���̍\���@�ɂ��Đ��ʂ𓾂�
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	\end{enumerate}
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\def\�G���_��{%
  \�G������{�A�� ����j}
  	{A lambda proof of the $P-W$ theorem}
	{The Journal of Symbolic Logic}
	{���\�\��}{}{}{}
%  \�G������{����, ����, Burstall}
%  	{Explicit Environments}
%	{TLCA '99, LNCS 1581}
%	{}{1999}{340}{354}
  \�G������{���� �M��}
  	{Categorical Model Construction for Proving Syntactic Properties}
	{International J. F. Computer Science}
	{���\�\��}{}{}{}
  \�G������{���� ��}
  	{Lambek calculus: Recognizing power and complexity}
	{Essays Dedicated to Johan van Benthem}
	{}{1999}{}{}
  \�G������{���c ���x}
  	{Explicitly Typed $\lambda\mu$-Calculus for Polymorphism and Call-by-Value}
		{TLCA '99, LNCS 1581}{}{1999}{162}{176}
  \�G������{���c ���x}
  	{Multiple-Conclusion System as Communication Calculus}
		{Electronic Notes in Theoretical Computer Science}
		{31�E1}{2000}{167}{182}
  \�G������{Keiichi Mishima}
  {GUI for Geometric Inference Engine on Internet}
  {Proceedings of Webnet'99}
  {}{1999}{1360}{1361}
%  \�G������{�R�{ ����}
%  	{Formalization of Graph Search Algorithms and Its Applications}
%		{Lecture Notes in Computer Science}{1479}{1998}{479}{496}
%  \�G������{�A�� ����j}{Infiniteness of proof($\alpha$) is polynomial-space
%  	complete}{Theoretical Computer Science}{206}{1998}{331}{339}
%  \�G������{���c ���x}
%  	{On Proof Terms and Embeddings of Classical Substructural Logics}
%	{Studia Logica}{61�E2}{1998}{199}{221}
%  \�G������{���c ���x}
%  	{Calculus of Classical Proofs II}
%	{Transactions of Information Processing Society of Japan}
%	{39�E12}{1998}{3269}{3281}
%  \�G������{���c ���x}
%  	{Polymorphic Call-by-Value Calculus based on Classical Proofs}
%	{Lecture Notes in Artificial Intelligence}
%	{1476}{1998}{170}{182}
}%
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