In vitro infection of host roots by differentiated calli of the parasitic plant Orobanche (2004)
Zhou, W. J., Yoneyama, K., Takeuchi, Y., Iso, S., Rungmekarat, S., Chae, S. H., ...
Root parasites of the genus Orobanche are serious weeds in agriculture. An aseptic infection system of host roots using calli of three Orobanche species was developed for the study of host-parasite...
In vitro infection of host roots by differentiated calli of the parasitic plant Orobanche (2004)
Zhou, W. J., Yoneyama, K., Takeuchi, Y., Iso, S., Rungmekarat, S., Chae, S. H., ...
Root parasites of the genus Orobanche are serious weeds in agriculture. An aseptic infection system of host roots using calli of three Orobanche species was developed for the study of host–parasite...
We study a matrix model describing type IIB superstring in orbifold backgrounds. We particularly consider a {\bf C}^3/{\bf Z}_3 orbifold model whose six dimensional transverse space is orbifolded by...
Noncommutative Gauge Theory on Fuzzy Sphere from Matrix Model (2001)
Iso, S., Kimura, Y., Tanaka, K., Wakatsuki, K.
We derive a noncommutative U(1) and U(n) gauge theory on the fuzzy sphere from a three dimensional matrix model by expanding the model around a classical solution of the fuzzy sphere. Chern-Simons...
String Scale in Noncommutative Yang-Mills (2000)
Ishibashi, N., Iso, S., Kawai, H., Kitazawa, Y.
We identify the effective string scale of noncommutative Yang-Mills theory (NCYM) with the noncommutativity scale through its dual supergravity description. We argue that Newton's force law may be...
Noncommutative Yang-Mills in IIB Matrix Model (1999)
Aoki, H., Ishibashi, N., Iso, S., Kawai, H., Kitazawa, Y., Tada, T.
We show that twisted reduced models can be interpreted as noncommutative Yang-Mills theory. Based upon this correspondence, we obtain noncommutative Yang-Mills theory with D-brane backgrounds in IIB...
Aoki, H., Iso, S., Kawai, H., Kitazawa, Y., Tada, T., Tsuchiya, A.
We review our proposal for a constructive definition of superstring, type IIB matrix model. The IIB matrix model is a manifestly covariant model for space-time and matter which possesses N=2...
Space-Time and Matter in IIB Matrix Model - gauge symmetry and diffeomorphism - (1999)
We pursue the study of the type IIB matrix model as a constructive definition of superstring. In this paper, we justify the interpretation of space-time as distribution of eigenvalues of the matrices...
Space-Time Structures from IIB Matrix Model (1998)
Aoki, H., Iso, S., Kawai, H., Kitazawa, Y., Tada, T.
We derive a long distance effective action for space-time coordinates from a IIB matrix model. It provides us an effective tool to study the structures of space-time. We prove the finiteness of the...
Aspects of Confinement and Chiral Dynamics in 2-d QED at Finite Temperature (1996)
Rodriguez, R., Hosotani, Y., Hetrick, J. E., Iso, S.
We evaluate the Polyakov loop and string tension at zero and finite temperature in $QED_2.$ Using bozonization the problem is reduced to solving the Schr\"odinger equation with a particular potential...
Confinement and Chiral Dynamics in the Multi-flavor Schwinger Model (1996)
Hosotani, Y., Rodriguez, R., Hetrick, J. E., Iso, S.
Two-dimensional QED with $N$ flavor fermions is solved at zero and finite temperature with arbitrary fermion masses to explore QCD physics such as chiral condensate and string tension. The problem is...
The interplay between mass, volume, \theta, and in N-flavor QED_2 (1995)
Hetrick, J. E., Hosotani, Y., Iso, S.
The Schwinger model (QED_2) with N flavors of massive fermions on a circle of circumference L, or equivalently at finite temperature T, is reduced to a quantum mechanical system of N-1 degrees of...
The Massive Multi-flavor Schwinger Model (1995)
Hetrick, J. E., Hosotani, Y., Iso, S.
QED with N species of massive fermions on a circle of circumference L is analyzed by bosonization. The problem is reduced to the quantum mechanics of the 2N fermionic and one gauge field zero modes...
\noindent Using hydrodynamic collective field theory approach we show that one-particle density matrix of the $\nu=1/m$ fractional quantum Hall edge state interpolates between chiral Luttinger liquid...
The Effect of Dynamical Gauge Field on the Chiral Fermion on a boundary (1994)
Aoki, H., Iso, S., Nishimura, J., Oshikawa, M.
We study the effect of dynamical gauge field on the Kaplan's chiral fermion on a boundary in the strong gauge coupling limit in the extra dimension. To all orders of the hopping parameter expansion,...