Algebraic Geometry: Issue 136

¡ American Mathematical Soc.
āļ‰-āļ´āˇœāļ­
246
āļ´āˇ’āļ§āˇ”

āļ¸āˇ™āļ¸ āļ‰-āļ´āˇœāļ­ āļœāˇāļą

Students often find, in setting out to study algebraic geometry, that most of the serious textbooks on the subject require knowledge of ring theory, field theory, local rings and transcendental field extensions, and even sheaf theory. Often the expected background goes well beyond college mathematics. This book, aimed at senior undergraduates and graduate students, grew out of Miyanishi's attempt to lead students to an understanding of algebraic surfaces while presenting the necessary background along the way. Originally published in the Japanese in 1990, it presents a self-contained introduction to the fundamentals of algebraic geometry. This book begins with background on commutative algebras, sheaf theory, and related cohomology theory. The next part introduces schemes and algebraic varieties, the basic language of algebraic geometry. The last section brings readers to a point at which they can start to learn about the classification of algebraic surfaces.
Students often find, in setting out to study algebraic geometry, that most of the serious textbooks on the subject require knowledge of ring theory, field theory, local rings and transcendental field extensions, and even sheaf theory. Often the expected background goes well beyond college mathema...

āļ­āˇ€ ⎃⎜āļēāˇ āļœāļąāˇŠāļą

āļ¸āˇ™āļ¸ āļ‰-āļ´āˇœāļ­ āļ…āļœāļēāļąāˇŠāļą

āļ”āļļ āˇƒāˇ’āļ­āļą āļ¯āˇ™āļē āļ…āļ´āļ§ āļšāˇ’āļēāļąāˇŠāļą.

āļšāˇ’āļē⎀⎓āļ¸āˇš āļ­āˇœāļģāļ­āˇ”āļģ⎔

⎃⎊āļ¸āˇāļģ⎊āļ§āˇŠ āļ¯āˇ”āļģāļšāļŽāļą āˇƒāˇ„ āļ§āˇāļļ⎊āļŊāļ§āˇŠ
Android āˇƒāˇ„ iPad/iPhone ⎃āļŗāˇ„āˇ Google Play āļ´āˇœāļ­āˇŠ āļē⎙āļ¯āˇ”āļ¸ āˇƒāˇŠāļŽāˇāļ´āļąāļē āļšāļģāļąāˇŠāļą. āļ‘āļē āļ”āļļ⎚ āļœāˇ’āļĢ⎔āļ¸ āˇƒāļ¸āļŸ āˇƒāˇŠāˇ€āļēāļ‚āļšāˇŠâ€āļģ⎓āļē⎀ ⎃āļ¸āļ¸āˇ”⎄⎔āļģ⎊āļ­ āļšāļģāļą āļ…āļ­āļģ āļ”āļļāļ§ āļ•āļąāˇ‘āļ¸ āļ­āˇāļąāļš āˇƒāˇ’āļ§ āˇƒāļļ⎐āļŗāˇ’⎀ āˇ„āˇ āļąāˇœāļļ⎐āļŗāˇ’⎀ āļšāˇ’āļē⎀⎓āļ¸āļ§ āļ‰āļŠ āˇƒāļŊ⎃āļē⎒.
āļŊ⎐āļ´āˇŠāļ§āˇœāļ´āˇŠ āˇƒāˇ„ āļ´āļģ⎒āļœāļĢāļš
āļ”āļļāļ§ āļ”āļļ⎚ āļ´āļģ⎒āļœāļĢāļšāļē⎚ ⎀⎙āļļ⎊ āļļāˇŠâ€āļģāˇ€āˇŠāˇƒāļģāļē āļˇāˇāˇ€āˇ’āļ­āļē⎙āļąāˇŠ Google Play āļ¸āļ­ āļ¸āˇ’āļŊāļ¯āˇ“ āļœāļ­āˇŠ āˇāˇŠâ€āļģāˇ€āˇŠâ€āļēāļ´āˇœāļ­āˇŠāˇ€āļŊāļ§ āˇƒāˇ€āļąāˇŠ āļ¯āˇ’āļē ⎄⎐āļš.
eReaders āˇƒāˇ„ ⎀⎙āļąāļ­āˇŠ āļ‹āļ´āˇāļ‚āļœ
Kobo eReaders ⎀⎐āļąāˇ’ e-ink āļ‹āļ´āˇāļ‚āļœ āļ´āˇ’⎅⎒āļļāļŗ āļšāˇ’āļē⎀⎓āļ¸āļ§, āļ”āļļ āˇ€āˇ’āˇƒāˇ’āļąāˇŠ āļœāˇœāļąāˇ”⎀āļšāˇŠ āļļāˇāļœāˇ™āļą āļ”āļļ⎚ āļ‹āļ´āˇāļ‚āļœāļēāļ§ āļ‘āļē āļ¸āˇāļģ⎔ āļšāˇ’āļģ⎓āļ¸ āˇƒāˇ’āļ¯āˇ” āļšāˇ… āļē⎔āļ­āˇ” āˇ€āˇš. āļ†āļ°āˇāļģāļšāļģ⎔ āļ‰-āļšāˇ’āļē⎀āļąāļēāļ§ āļœāˇœāļąāˇ” āļ¸āˇāļģ⎔ āļšāˇ’āļģ⎓āļ¸āļ§ āˇ€āˇ’āˇƒāˇŠāļ­āļģāˇāļ­āˇŠāļ¸āļš āļ‹āļ¯āˇ€āˇ” āļ¸āļ°āˇŠâ€āļē⎃⎊āļŽāˇāļą āļ‹āļ´āļ¯āˇ™āˇƒāˇŠ āļ…āļąāˇ”āļœāļ¸āļąāļē āļšāļģāļąāˇŠāļą.