编程代考 Global Alignment: Dynamic Progamming Table

Global Alignment: Dynamic Progamming Table
 s1: acagagtaac  s2: acaagtgatc
match=1, mismatch=-1, gap=-1
-acaagtgatc –

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a c a g a g t a a c

Global Alignment: Dynamic Progamming Table
 s1: acagagtaac  s2: acaagtgatc
match=1, mismatch=-1, gap=-1
-acAagtgatc –
a c a g a g t a a c

Global Alignment: Dynamic Progamming Table
 s1: acagagtaac  s2: acaagtgatc
match=1, mismatch=-1, gap=-1
-acAagtgatc –
a c a g a g t a a c

Global Alignment: Dynamic Progamming Table
 s1: acagagtaac  s2: acaagtgatc
match=1, mismatch=-1, gap=-1
-acAagtgatc –
a c a g a g t a a c

Global Alignment: Dynamic Progamming Table
 s1: acagagtaac  s2: acaagtgatc
match=1, mismatch=-1, gap=-1
-acAagtgatc –
a c a g a g t a a c

Global Alignment: Dynamic Progamming Table
 s1: acagagtaac  s2: acaagtgatc
match=1, mismatch=-1, gap=-1
-acAagtgatc –
a c a g a g t a a c
Optimal score

Global Alignment: Dynamic Progamming Table
 s1: acagagtaac  s2: acaagtgatc
match=1, mismatch=-1, gap=-1
-acAagtgatc –
a c a g a g t a a c
Optimal score

Global Alignment:
– a c a g a g t a a c
 s1: acagagtaac  s2: acaagtgatc
Optimal Alignment (from path)
Match or mismatch
Optimal score

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