What Do You Know About Automorphic Forms On Gl(2)?
In the 1970s, a French-American mathematician and an American-Canadian mathematician wrote, authored, and published the book Automorphic Forms on GL(2). As seen in the book, the two mathematicians rewrote a certain theory of modular forms with respect to the adele rings of global fields and representation theory of GL(2) over local fields.
- 1.
Who wrote the book Automorphic Forms on GL(2)?- A.
H. Jacquet and Robert Langlands
- B.
H. Jacquet and Austin Langlands
- C.
H. Jacquet and Joel Langlands
- D.
H. Jacquet and Robert Langlan
- 2.
In which year was the book released?
- A.
1968
- B.
1969
- C.
1970
- D.
1971
- 3.
Which theory was rewrote in the book?
- A.
Hecke's theory
- B.
Henry's theory
- C.
Charles's theory
- D.
Fibonacci's theory
- 4.
Which field was considered in the adele ring?
- A.
Local field
- B.
External field
- C.
Secured field
- D.
Global field
- 5.
Before beginning the study of automorphic forms, what representation theory are we going to review?
- A.
General linear groups
- B.
Global fields
- C.
Exponential functions
- D.
Linear equations
- 6.
In weils representation, F = ? In Weils representation, what is F equal to?
- A.
Global field
- B.
Local field
- C.
Zeroth function
- D.
Geometric function
- 7.
In Weils representation, K is equal to which of these?
- A.
Linear equations
- B.
Algebraic equations
- C.
Trigonometric functions
- D.
Exponential functions
- 8.
What do we use for representation in non-Archimedean cases?
- A.
GL(2,0)
- B.
GL(2,F)
- C.
GL(F,2)
- D.
GL(0,2)
- 9.
For lemma 2.5, what does V1 represent?
- A.
Invariant subspace of V
- B.
Variant subspace of V
- C.
First order of V
- D.
Vector V
- 10.
When was the second volume of the book published?
- A.
1969
- B.
1970
- C.
1971
- D.
1972
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