Key Features:
- Our work and invaluable notes show an excellent way in helping the reader understand the original (fundamental and notably hard) Langlands' theory of the Eisenstein series. It is well known that Langlands' theory is fundamental to automorphic forms, number theory, etc, say via Langlands Program and trace formula that is really the core of the current number theory
- We have a program paper called Geometric Arithmetic. Mathematicians and students will immediately find this a brand new concept to them — it is not Arithmetic Geometry but Geometric Arithmetic. In other words, instead of emphasizing Geometry, we aim at Arithmetic
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