Table 1 |
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Original BVP: (1.1) with bc's |
Trans. BVP: (2.2) with bc's |
No. of evals of Trans. BVP |
|
1 |
(3.1) with |
(3.14) and (3.77) |
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That is, one extra eval |
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2 |
(3.1) with |
(3.15) and (3.77) |
|
|
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That is, one extra eval |
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3 |
(3.50) and (3.76) |
(3.51) and (3.77) |
|
|
|
That is, one extra eval |
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4 |
(3.1) with |
(3.16) and (3.77) |
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That is, same number of evals |
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5 |
(3.1) with |
(3.17) and (3.77) |
|
|
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That is, same number of evals |
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6 |
(3.50) and (3.76) |
(3.52) and (3.77) |
|
|
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That is, same number of evals |
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7 |
(3.1) with |
(3.14) and (3.78) |
|
|
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That is, same number of evals |
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8 |
(3.1) with |
(3.15) and (3.78) |
|
|
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That is, same number of evals |
||
|
9 |
(3.50) and (3.76) |
(3.51) and (3.78) |
|
|
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That is, same number of evals |
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10 |
(3.1) with |
(3.16) and (3.78) |
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That is, one less eval |
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11 |
(3.1) with |
(3.17) and (3.78) |
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|
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That is, one less eval |
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12 |
(3.50) and (3.76) |
(3.52) and (3.78) |
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That is, one less eval |
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Currie and Love Boundary Value Problems 2011 2011:743135 doi:10.1155/2011/743135 |
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and (3.76)
does not obey (3.1) or (3.76)
and (3.76)
does not obey (3.1) or (3.76)
does not obey (3.50) or (3.76)
and (3.76)
obeys (3.1) but not (3.76)
and (3.76)
obeys (3.1) but not (3.76)
obeys (3.50) but not (3.76)
and (3.76)
obeys (3.76) but not (3.1)
and (3.76)
obeys (3.76) but not (3.1)
obeys (3.76) but not (3.1)
and (3.76)
obeys both (3.1) and (3.76)
and (3.76)
obeys both (3.1) and (3.76)
obeys both (3.50) and (3.76)
