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Abstract

In all manufacturing settings, there is an inherent drive to improve product through the reduction in process variation, implementing new technology, increasing efficiency, optimizing resources, and improving customer experience through innovation. In the pharmaceutical industry, these improvements come with added responsibility to the patient such that product made under the post-improvement or post-change condition maintains the safety and efficacy of the pre-change product. Regulatory agencies recognize the importance in providing manufacturers the flexibility to improve their manufacturing processes (FDA, Guidance Concerning Demonstration of Comparability of Human Biological Products, 1996; ICH Q5E, ICH Guidance for Industry: Q5E Comparability of Biotechnology/Biological Product Subject to Changes in Their Manufacturing Process, 2005). They also acknowledge that some changes may not require additional clinical studies to demonstrate safety and efficacy so that implementation may be more efficient and expeditious to benefit patients. When clinical studies are not necessary, a minimum requirement remains to demonstrate that the post-change product is comparable to the pre-change product. This comparison is known as analytical comparability. Analytical comparability may be demonstrated through the use of statistical and non-statistical methods. The choice of the methodology is not defined by the guidance documents. This paper presents an overview and use of equivalence tests and statistical intervals as options to demonstrate analytical comparability.

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References

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The thoughts and opinions presented in this article represent the author’s positions.

Software

Software used for the computations in this chapter are Minitab v17.0, SAS University Edition v3.2 and MS Excel.

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Authors

Corresponding author

Correspondence to Leslie Sidor .

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Raw Data

Raw Data

Example 1: tolerance interval

Lot ID

Clinical scale data

Lot ID

Pre-change commercial scale data

A

33.2111

F

54.0648

B

37.5348

G

59.7112

C

36.1102

H

55.5946

D

35.0890

I

59.5768

E

34.9719

J

52.8764

Example 2: non-profile equivalence

Lot ID

Value

Lot ID

Value

Lot ID

Value

Lot ID

Value

Lot ID

Value

1

64.6901

8

63.8596

15

63.4737

22

65.2484

29

65.7704

2

66.2940

9

64.4832

16

64.3895

23

66.6342

30

63.8568

3

65.8114

10

66.9188

17

63.5307

24

65.3451

31

63.9972

4

65.6446

11

64.8376

18

65.0348

25

66.8672

32

65.9727

5

63.9546

12

64.9620

19

66.9927

26

63.8307

33

64.5528

6

66.2753

13

64.7369

20

67.0247

27

65.9205

34

64.2946

7

64.4325

14

63.3229

21

62.4785

28

64.2135

35

65.4374

Example 3: profile equivalence

Lot ID

Time point

Value

Process

Lot ID

Time point

Value

Process

Lot ID

Time point

Value

Process

A

0

85.450

PRE

H

0

85.420

PRE

O

0

86.340

PRE

A

1

84.540

PRE

H

1

85.200

PRE

O

1

86.430

PRE

A

2

84.290

PRE

H

2

85.240

PRE

O

2

86.180

PRE

A

3

83.110

PRE

H

3

85.210

PRE

O

3

85.690

PRE

B

0

85.500

PRE

I

0

84.580

PRE

P

0

86.050

POST

B

1

85.820

PRE

I

1

85.910

PRE

P

0

85.380

POST

B

2

85.310

PRE

I

2

84.740

PRE

P

0

85.970

POST

B

3

85.369

PRE

I

3

84.420

PRE

P

1

84.500

POST

C

0

86.340

PRE

J

0

86.610

PRE

P

2

84.940

POST

C

1

86.070

PRE

J

1

87.410

PRE

P

3

84.080

POST

C

2

85.760

PRE

J

2

85.670

PRE

P

3

83.770

POST

C

3

84.410

PRE

J

3

85.850

PRE

P

3

84.100

POST

D

0

86.000

PRE

K

0

84.650

PRE

Q

0

85.450

POST

D

1

85.870

PRE

K

1

84.450

PRE

Q

0

85.370

POST

D

2

86.150

PRE

K

2

84.560

PRE

Q

0

85.330

POST

D

3

85.600

PRE

K

3

84.340

PRE

Q

1

85.420

POST

E

0

86.840

PRE

L

0

86.540

PRE

Q

2

84.480

POST

E

1

85.480

PRE

L

1

86.440

PRE

Q

3

83.720

POST

E

2

85.280

PRE

L

2

86.100

PRE

Q

3

84.050

POST

E

3

85.680

PRE

L

3

86.270

PRE

Q

3

83.990

POST

F

0

85.620

PRE

M

0

85.850

PRE

R

0

85.430

POST

F

1

85.590

PRE

M

1

85.970

PRE

R

0

84.840

POST

F

2

85.120

PRE

M

2

85.620

PRE

R

0

84.930

POST

F

3

85.320

PRE

M

3

85.340

PRE

R

1

84.330

POST

G

0

86.560

PRE

N

0

87.030

PRE

R

2

83.950

POST

G

1

87.240

PRE

N

1

86.470

PRE

R

3

84.350

POST

G

2

86.140

PRE

N

2

86.810

PRE

R

3

83.950

POST

G

3

86.740

PRE

N

3

85.180

PRE

R

3

84.010

POST

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Sidor, L. (2016). Statistical Methods for Analytical Comparability. In: Lin, J., Wang, B., Hu, X., Chen, K., Liu, R. (eds) Statistical Applications from Clinical Trials and Personalized Medicine to Finance and Business Analytics. ICSA Book Series in Statistics. Springer, Cham. https://doi.org/10.1007/978-3-319-42568-9_19

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