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GOSOGLIPTIN
CAS 869490-23-3 FREE BASE
DIHYDROCHLORIDE..869490-47-1
GOSOGLIPTIN; UNII-GI718UO477; PF-00734200; PF-734200;
(3,3-difluoropyrrolidin-1-yl)-[(2S,4S)-4-(4-pyrimidin-2-ylpiperazin-1-yl)pyrrolidin-2-yl]methanone
Molecular Formula: |
C17H24F2N6O |
Molecular Weight: |
366.408866 g/mol |
Latest Stage of Development |
Phase II |
Standard Indication |
Diabetes |
Indication Details |
Treat Type II diabetes |
Type 2 diabetes mellitus is a chronic disorder characterized by hyperglycemia coupled with a gradual decline in insulin sensitivity and insulin secretion. The incretin hormone glucagon-like peptide-1 (GLP-1), which is released post-prandially from the L-cells of the intestine, stimulates the release of insulin from pancreatic β-cells. However, GLP-1 is rapidly degraded in vivo by peptidases, including dipeptidyl peptidase IV (DPP-4), which is a widely distributed serine protease that specifically cleaves N-terminal dipeptides from polypeptides with proline or alanine at the penultimate position.
In vivo administration of DPP-4 inhibitors to human subjects results in higher circulating concentrations of endogenous GLP-1 and subsequent decrease in plasma glucose. Long term treatment with a DPP-4 inhibitor leads to a reduction in circulating HbA1c (glycosylated hemoglobin). DPP-4 inhibition also offers the potential to improve the insulin producing function of the pancreas through either β-cell preservation or regeneration. Therefore, DPP-4 inhibition has emerged as a promising new treatment of Type 2 diabetes
PF-734200 is a potent, selective, orally active dipeptidyl peptidase IV inhibitor. It had been in phase II clinical development at Pfizer for the treatment of type 2 diabetes; however, in 2010 the company discontinued these trials. In 2012, the product was licensed to SatRx, a spin-off of the ChemRar High Tech Center, by Pfizer on an exclusive worldwide basis (with the exception of China) for the development and commercialization as monotherapy or in combination with other therapies for the treatment of type 2 diabetes. SatRx is conducting phase II clinical trials for the treatment of type 2 diabetes.
![GOSOGLIPTIN.png](https://pubchem.ncbi.nlm.nih.gov/image/imgsrv.fcgi?cid=11516136&t=l)
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PAPER
New synthetic route to a dipeptidyl peptidase-4 inhibitor
Org Process Res Dev 2012, 16(3): 409
http://pubs.acs.org/doi/abs/10.1021/op200309z
A new synthetic route to a dipeptidyl peptidase-4 (DPP4) inhibitor was developed and demonstrated on a multigram scale. This approach takes advantage of the cheap and readily available Boc-trans-4-hydroxy-l-proline methyl ester as starting material which was derivatized through an SN2 reaction. Several leaving groups were studied, and the nosylate group showed superiority over other derivatives. Formation of an amide using the most costly starting material, 3,3-difluoropyrrolidine, was performed late in the synthesis to minimize its economical impact on the overall cost of the API.
(3,3-Difluoropyrrolidin-1-yl)-(2S,4S)-4-(4-(pyrimidin-2-yl)piperazin-1-yl)pyrrolidin-2-yl)methanone.FREE BASE
Mp 149 °C (decomp).
[α]d = −31.1 (T = 24 °C, c = 1, CHCl3). Specific rotation of product 4 prepared using the initial route: [α]d = −31.5 (T = 24 °C, c = 1, CHCl3).
1H NMR (400 MHz; CDCl3) δ 8.30 (d, J = 4 Hz, 2H), 6.48 (t, J = 4 Hz, 1H), 3.95–3.6 (m, 9H), 3.25–2.85 (m, 4H), 2.6–2.25 (m, 7H), 1.75–1.6 (m, 1H).
13C NMR (100 MHz; CDCl3) δ 172.28; 161.55; 157.70; 127.22 (t, 1J C–F = 248 Hz), 126.22 (t, 1J C–F = 246 Hz), 109.95; 66.54; 58.87; 57.99; 52.71 (t, 2 J C–F = 32 Hz); 52.00; 50.41; 43.03; 34.46, 34.37, 34.25; 19F NMR (377 MHz, CDCl3) δ −102.1 (m, 2F).
IR (neat): 2951w, 2864w, 2799w, 2759w, 1630s, 1585vs, 1547m, 1449m, 1172m, 1254m, 1129m, 982w, 923m, 796m, 638w.
HRMS (ES, N2) Calcd for C17H24F2N6O: 367.20524, found: 367.20592.
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PAPER
(3,3-difluoro-pyrrolidin-1-yl)-((2S,4S)-(4-(4-pyrimidin-2-yl-piperazin-1-yl)-pyrrolidin-2-yl)-methanone: A potent, selective, orally active dipeptidyl peptidase IV inhibitor
Bioorg Med Chem Lett 2009, 19(7): 1991
http://www.sciencedirect.com/science/article/pii/S0960894X09001966?np=y
- Pfizer Global Research & Development, Groton/New London Laboratories, Pfizer Inc, Groton, CT 06340, United States
A series of 4-substituted proline amides was evaluated as inhibitors of dipeptidyl pepdidase IV for the treatment of type 2 diabetes. (3,3-Difluoro-pyrrolidin-1-yl)-[(2S,4S)-(4-(4-pyrimidin-2-yl-piperazin-1-yl)-pyrrolidin-2-yl]-methanone (5) emerged as a potent (IC50 = 13 nM) and selective compound, with high oral bioavailability in preclinical species.
SEE………….https://docs.google.com/viewer?url=http%3A%2F%2Fwww.sciencedirect.com%2Fscience%2FMiamiMultiMediaURL%2F1-s2.0-S0960894X09001966%2F1-s2.0-S0960894X09001966-mmc1.doc%2F271398%2Fhtml%2FS0960894X09001966%2Fce1f70bd989d6d4b79b40c26570693d2%2Fmmc1.doc
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PATENT
WO 2005116014
http://www.google.co.in/patents/WO2005116014A1?cl=en
Example 113 (3.3-Difluoropyrrolidin-1-yl)-((2S,4S)-4-(4-(pyrimidin-2-yl)piperazin-1-yl)pyrrolidin-2-yl)-methanone
Step 1 – (S)-2-(3.3-Difluoro-pyrrolidine-1-carbonyl)-4-oxo-pyrrolidine-1 -carboxylic acid tert-butyl ester
(S)-4-Oxo-pyrrolidine-1 ,2-dicarboxylic acid 1-tert-butyl ester (6.6 kg, 1.0 equivalent) was charged to a reactor, followed by addition of dichloromethane (15 volumes). The reaction mixture was cooled to 0°C. Triethylamine (4.82 liters, 1.2 equiv) was added over 30 minutes. The mixture turned from suspension to a clear solution at the end of triethylamine addition. The mixture was held at 0°C to 5°C for 10 minutes. Pivaloyl chloride (3.65 kg, 1.05 equivalents) was added slowly while keeping the reaction temperature at 0°C to 5°C. The reaction mixture turned back to aslurry. The reaction mixture was sampled for completion by HPLC (using diethylamine to derivatize) after held for 1 hour at 0°C to 5°C.
3,3-Difluoro- pyrrolidine hydrochloride (4.13 kg, 1.0 equivalent) was charged to the above mixture over 10 minutes at – 10°C to 0°C. Triethylamine (4.0 liters, 1.0 equiv) was introduced slowly over 70 minutes at -10°C to 0°C. Upon completion of triethylamine addition, the mixture was stirred for 1h at 0 to 5°C. The reaction was complete by HPLC assay (-1% starting material). The reaction was quenched with water (10 volumes) at 0°C to 5 °C. The mixture was heated to 20°C to 25 °C. The layers were separated, and the organic layer was washed with 0.5 M HCI (5 volumes). The organic layer was again washed with combined 5% NaHC03 (2 volumes) and half saturated brine solution (1.64 M, 3 volumes). The organic solution was concentrated atmospherically to a low stirrable volume (approximately 20 liters). Ethyl acetate (12.6 volumes, 82.8 liters) was added, the solution was concentrated atmospherically to -6 volumes. The mixture was held at 60°C to 65 °C for 2 hours and cooled to room temperature over 3 hours. The mixture was held at 20°C to 25 °C for 8 hours. Heptane (8 volumes) was added, and the mixture was granulated for a minimum of 2 hours. The solid was filtered, rinsed with 2:1 heptane/ethyl acetate (1 volume), and dried in a tray dryer at 25°C to 35°C for a minimum of 12 h. Yield: 7.26 kg, 79%. HPLC purity: 99.7%. The mother liquor (86 liters) was concentrated to 12 liters under partial vacuum at 65°C to 70°C. The mixture was cooled to 60°C to 65 °C. Ethyl acetate (4.0 liters) was added slowly over 15 minutes. The mixture was cooled to 20°C to 25 °C over 2 hours and was held at that temperature for at least 2 hours. The solid was filtered and rinsed with heptane/ethyl acetate (3:1 v/v, 1.7 liters). Drying in a tray dryer for 12 hours at 35°C to 45 °C yielded 435 grams of product. HPLC purity: 96.4%.
Step 2 – (2S.4S)-2-(3.3-Dif luoro-pyrrolidine-1 -carbonyl)-4-(4-pyrimidin-2-yl-piperazin-1 -yl)-pyrrolidine-1 – carboxylic acid tert-butyl ester A reactor was charged with THF (20 volumes), 2-piperazin-1-yl-pyrimidine (2.17 kg, 1.05 equivalents) and the product from Step 1 (4.00 kg, 1.0 equivalent). The mixture was held at 20°C to 25°C until all material was dissolved over 30 minutes. Acetic acid (0.792 kg, 1.05 equivalents) as added. The mixture was stirred for 1 hour during which the reaction mixture turned to cloudy. The reaction mixture was refluxed for 30 minutes and then concentrated at 60°C to 70°C until a steady temperature of 66.9°C was observed in the overheads indicating complete removal of water from the system. More THF was added as necessary. At the end, THF was added to bring the total volume in the reactor to 15 volumes of the limit reagent. The reaction mixture was cooled to -3°C to 7°C and sampled for complete formation of imine by HPLC (using sodium triacetoxyborohydride to reduce imine). Sodium triacetoxyborohydride (5.33 kg, 2.0 equivalents) was added portion-wise to the suspension at -5°C to 15°C. The reaction mixture was heated to 20°C to 25°C and held for 12 hours. HPLC results confirmed the reaction was complete by 99.8%. Sodium bicarbonate aqueous solution (10% w/w, 10 volumes) was added. The slurry was concentrated to remove 10 volumes of THF under partial vacuum at 30°C to 60°C. Ethyl acetate (10 volumes) was added to the suspension after it cooled to 20°C to 25CC. The organic phase was separated and the aqueous phase was checked by HPLC. It contained less than 2% of the product. The organic phase was washed with water (5 volumes), saturated brine solution (5 volumes) and concentrated to a small volume (2 volumes) under partial vacuum at 45°C to 50°C. To the slurry was added heptane (10 volumes) at 45°C to 50°C over 30 minutes. The mixture was cooled to 20°C to 25°C and granulated for 2 hours. Solid was collected by filtration, rinsed with heptane (2 volumes). Drying in a tray dryer for 12 hours at 35°C to 45°C yield 5.35 kg (91.3%) of the product. Step 3 – (3.3-Dif luoro-pyrrolidin-1 -yl)-f(2S.4S)-4-(4-pyrimidin-2-yl-piperazin-1 -yl)-pyrrolidin-2-yll- methanone Water (19 liters, 2 volumes) was charged to a reactor followed by the product from Step 2 (9.57 kg,
1.0 equivalent). To the slurry was added concentrated HCI (37 wt% in water, 19.1 liters, 2 volumes) slowly at 20°C to 30°C over 4 hours. The slurry went into solution after 12 liters of HCI was added. After the addition completion, the reaction was complete by HPLC assay. The reaction mixture was cooled to 5°C to 15°C. To the mixture was added 50% NaOH aqueous solution slowly with agitation to pH 10 to pH 11. The pH was monitored with a pH meter closely during the neutralization. The total volume of 50% NaOH added was 12.45 liters. The mixture was warmed to 20°C to 25°C and extracted with ethyl acetate twice (115 liters, 12 volumes and 57 liters, 6 volumes, respectively). The sample from aqueous layer after second extraction was analyzed by HPLC and showed only 1% of the product in that aqueous solution.
The organic layers were combined and treated with magnesium sulfate (5 kg) for 1 hour. The mixture was filtered. The filter cake was rinsed with ethyl acetate (10 liters). The filtrate was charged back to the reactor via a 0.2 micron in-line filter for speck free operation. (The following operations were performed under speck free conditions.) The solution was concentrated to 20 liters (2 volumes) under partial vacuum at 50°C to 60°C. The mixture was cooled to 20°C to 25°C over 30 minutes. Upon cooling to room temperature, crystallization occurred. The mixture was held for 30 minutes. Hexanes (20 liters, 2 volumes) was added slowly over 1 hour. The mixture was granulated for 2 hours. The solid product was collected by filtration and rinsed with hexanes/ethyl acetate (10 liters, 1 :1 v/v). The filter was blown dry with nitrogen for a minimum of 2 hours. The product was dried in a tray dryer at 44°C for 12 hours.
Yield: 5.7 kg, 75.9%.
m.p. 156°C. MS m/z 367 (MH+).
FREE BASE
1H NMR (400 MHz, D20): δ 8.15 (d, 2H, J = 5.0 Hz, CH of pyrimidine), 6.55 (t, 1 H, J = 4.8 Hz, CH of pyrimidine), 3.87-3.81 (dd, 1 H, H2b of proline, rotomeric), 3.78-3.50 (m, 4H, N-CH2 of pyrrolidide), 3.55-3.40 (m, 4H, N-CH2 of piperazine), 2.97 (dd, 1 H, J = 10.2, 6.6 Hz, H5a of proline), 2.85-2.75 (m, 1 H, H4b of proline), 2.69 (dd, 1 H, J = 10.0, 9.1 Hz, H5b of proline), 2.55-2.20 (m, 7H, overlapping N-CH2 of piperazine, CH2 of pyrrolidide and H3b of proline), 1.47-1.38 (m, 1 H, H3a of proline).
Alternatively, the dihydrochloride salt of the titled compound was prepared according to the method of Example 1.
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US 2005/0256310
http://www.google.com/patents/US20050256310
![Figure](http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/oprdfk/2012/oprdfk.2012.16.issue-3/op200309z/production/images/medium/op-2011-00309z_0009.gif)
This approach begins with N–t-Boc-4-oxo-l-proline (1) that undergoes a mixed anhydride activation with pivaloyl chloride at 0 °C, followed by amidation with 3,3-difluoropyrrolidine to yield the intermediate 2. Reductive amination with 1-(2-pyrimidyl)piperazine using sodium triacetoxyborohydride in THF/AcOH provided the desired stereoisomer 3 in high yield and selectivity, the undesired diastereomer being completely removed by crystallization. Deprotection of 3 with 6 N HCl, followed by neutralization with 50% NaOH and extraction provided PF-734200 (4) in good yield.
EXAMPLE 113 (3,3-Difluoropyrrolidin-1-yl)-((2S,4S)-4-(4-(pyrimidin-2-yl)piperazin-1-yl)pyrrolidin-2-yl)-methanone
Step 1—(S)-2-(3,3-Difluoro-pyrrolidine-1-carbonyl)-4-oxo-pyrrolidine-1-carboxylic acid tert-butyl
(S)-4-Oxo-pyrrolidine-1,2-dicarboxylic acid 1-tert-butyl ester (6.6 kg, 1.0 equivalent) was charged to a reactor, followed by addition of dichloromethane (15 volumes). The reaction mixture was cooled to 0° C. Triethylamine (4.82 liters, 1.2 equiv) was added over 30 minutes. The mixture turned from suspension to a clear solution at the end of triethylamine addition. The mixture was held at 0° C. to 5° C. for 10 minutes. Pivaloyl chloride (3.65 kg, 1.05 equivalents) was added slowly while keeping the reaction temperature at 0° C. to 5° C. The reaction mixture turned back to a slurry. The reaction mixture was sampled for completion by HPLC (using diethylamine to derivatize) after held for 1 hour at 0° C. to 5° C. 3,3-Difluoro-pyrrolidine hydrochloride (4.13 kg, 1.0 equivalent) was charged to the above mixture over 10 minutes at −10° C. to 0° C. Triethylamine (4.0 liters, 1.0 equiv) was introduced slowly over 70 minutes at −10° C. to 0° C. Upon completion of triethylamine addition, the mixture was stirred for 1 h at 0 to 5° C. The reaction was complete by HPLC assay (˜1% starting material). The reaction was quenched with water (10 volumes) at 0° C. to 5 ° C. The mixture was heated to 20° C. to 25 ° C. The layers were separated, organic layer was washed with 0.5 M HCl (5 volumes). The organic layer was again washed with combined 5% NaHCO3 (2 volumes) and half saturated brine solution (1.64 M, 3 volumes). The organic solution was concentrated atmospherically to a low stirrable volume (approximately 20 liters). Ethyl acetate (12.6 volumes, 82.8 liters) was added, the solution was concentrated atmospherically to ˜6 volumes. The mixture was held at 60° C. to 65° C. for 2 hours and cooled to room temperature over 3 hours. The mixture was held at 20° C. to 25 ° C. for 8 hours. Heptane (8 volumes) was added, and the mixture was granulated for a minimum of 2 hours. The solid was filtered, rinsed with 2:1 heptane/ethyl acetate (1 volume), and dried in a tray dryer at 25° C. to 35° C. for a minimum of 12 h. Yield: 7.26 kg, 79%. HPLC purity: 99.7%. The mother liquor (86 liters) was concentrated to 12 liters under partial vacuum at 65° C. to 70° C. The mixture was cooled to 60° C. to 65° C. Ethyl acetate (4.0 liters) was added slowly over 15 minutes. The mixture was cooled to 20° C. to 25° C. over 2 hours and was held at that temperature for at least 2 hours. The solid was filtered and rinsed with heptane/ethyl acetate (3:1 v/v, 1.7 liters). Drying in a tray dryer for 12 hours at 35° C. to 45° C. yielded 435 grams of product. HPLC purity: 96.4%.
Step 2—(2S,4S)-2-(3,3-Difluoro-pyrrolidine-1-carbonyl)-4-(4-pyrimidin-2-yl-piperazin-1-yl)-pyrrolidine-1-carboxylic acid tert-butyl ester
A reactor was charged with THF (20 volumes), 2-piperazin-1-yl-pyrimidine (2.17 kg, 1.05 equivalents) and the product from Step 1 (4.00 kg, 1.0 equivalent). The mixture was held at 20° C. to 25° C. until all material was dissolved over 30 minutes. Acetic acid (0.792 kg, 1.05 equivalents) as added. The mixture was stirred for 1 hour during which the reaction mixture turned to cloudy. The reaction mixture was refluxed for 30 minutes and then concentrated at 60° C. to 70° C. until a steady temperature of 66.9° C. was observed in the overheads indicating complete removal of water from the system. More THF was added as necessary. At the end, THF was added to bring the total volume in the reactor to 15 volumes of the limit reagent. The reaction mixture was cooled to −3° C. to 7° C. and sampled for complete formation of imine by HPLC (using sodium triacetoxyborohydride to reduce imine). Sodium triacetoxyborohydride (5.33 kg, 2.0 equivalents) was added portion-wise to the suspension at −5° C. to 15° C. The reaction mixture was heated to 20° C. to 25° C. and held for 12 hours. HPLC results confirmed the reaction was complete by 99.8%. Sodium bicarbonate aqueous solution (10% w/w, 10 volumes) was added. The slurry was concentrated to remove 10 volumes of THF under partial vacuum at 30° C. to 60° C. Ethyl acetate (10 volumes) was added to the suspension after it cooled to 20° C. to 25° C. The organic phase was separated and the aqueous phase was checked by HPLC. It contained less than 2% of the product. The organic phase was washed with water (5 volumes), saturated brine solution (5 volumes) and concentrated to a small volume (2 volumes) under partial vacuum at 45° C. to 50° C. To the slurry was added heptane (10 volumes) at 45° C. to 50° C. over 30 minutes. The mixture was cooled to 20° C. to 25° C. and granulated for 2 hours. Solid was collected by filtration, rinsed with heptane (2 volumes). Drying in a tray dryer for 12 hours at 35° C. to 45° C. yield 5.35 kg (91.3%) of the product.
Step 3—(3,3-Difluoro-pyrrolidin-1-yl)-[(2S,4S)-4-(4-pyrimidin-2-yl-piperazin-1-yl)-pyrrolidin-2-yl]-methanone
Water (19 liters, 2 volumes) was charged to a reactor followed by the product from Step 2 (9.57 kg, 1.0 equivalent). To the slurry was added concentrated HCl (37 wt % in water, 19.1 liters, 2 volumes) slowly at 20° C. to 30° C. over 4 hours. The slurry went into solution after 12 liters of HCl was added. After the addition completion, the reaction was complete by HPLC assay. The reaction mixture was cooled to 5° C. to 15° C. To the mixture was added 50% NaOH aqueous solution slowly with agitation to pH 10 to pH 11. The pH was monitored with a pH meter closely during the neutralization. The total volume of 50% NaOH added was 12.45 liters. The mixture was warmed to 20° C. to 25° C. and extracted with ethyl acetate twice (115 liters, 12 volumes and 57 liters, 6 volumes, respectively). The sample from aqueous layer after second extraction was analyzed by HPLC and showed only 1% of the product in that aqueous solution. The organic layers were combined and treated with magnesium sulfate (5 kg) for 1 hour. The mixture was filtered. The filter cake was rinsed with ethyl acetate (10 liters). The filtrate was charged back to the reactor via a 0.2 micron in-line filter for speck free operation. (The following operations were performed under speck free conditions.) The solution was concentrated to 20 liters (2 volumes) under partial vacuum at 50° C. to 60° C. The mixture was cooled to 20° C. to 25° C. over 30 minutes. Upon cooling to room temperature, crystallization occurred. The mixture was held for 30 minutes. Hexanes (20 liters, 2 volumes) was added slowly over 1 hour. The mixture was granulated for 2 hours. The solid product was collected by filtration and rinsed with hexanes/ethyl acetate (10 liters, 1:1 v/v). The filter was blown dry with nitrogen for a minimum of 2 hours. The product was dried in a tray dryer at 44° C. for 12 hours.
Yield: 5.7 kg, 75.9%. m.p. 156° C. MS m/z 367 (MH+).
1H NMR (400 MHz, D2O): δ 8.15 (d, 2H, J=5.0 Hz, CH of pyrimidine), 6.55 (t, 1H, J=4.8 Hz, CH of pyrimidine), 3.87-3.81 (dd, 1H, H2b of proline, rotomeric), 3.78-3.50 (m, 4H, N—CH2 of pyrrolidide), 3.55-3.40 (m, 4H, N—CH2 of piperazine), 2.97 (dd, 1H, J=10.2, 6.6 Hz, H5a of proline), 2.85-2.75 (m, 1H, H4b of proline), 2.69 (dd, 1H, J=10.0, 9.1 Hz, H5b of proline), 2.55-2.20 (m, 7H, overlapping N—CH2 of piperazine, CH2 of pyrrolidide and H3b of proline), 1.47-1.38 (m, 1H, H3a of proline).
Alternatively, the dihydrochloride salt of the titled compound was prepared according to the method of Example 1.
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PAPER
![Full-size image (21 K)](http://ars.els-cdn.com/content/image/1-s2.0-S0960894X09001966-gr3.jpg)
Scheme 1.
Reagents and conditions: (a) 3,3-difluoropyrrolidine hydrochloride, EDC, HOBt, TEA, DCM, rt; (b) NaBH4, MeOH, (c) (1) trifluoromethane-sulphonyl chloride, DIPEA, DCM; (2) 2-(1-piperazinyl)pyrimidine, DCM, −10 °C; (d) 4 N HCl in dioxane, rt; (e) 2-(1-piperazinyl)pyrimidine, NaBH(OAc)3, AcOH, DCE; (f) R1R2NH hydrochloride, EDC, HOBt TEA, DCM, 0–rt; (g) N-heterocyclic piperazine, NaBH(OAc)3, AcOH, DCE.
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)
Patent |
Submitted |
Granted |
Therapeutic compounds [US7291618] |
2005-11-17 |
2007-11-06 |
(2S,4S)-4-(piperazin-1-yl)pyrrolidine-2-methanone derivatives [US7465732] |
2007-05-03 |
2008-12-16 |
THERAPEUTIC COMPOUNDS [US2007161664] |
2007-07-12 |
|
Therapeutic compounds [US2006079498] |
2006-04-13 |
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)
see gliptins at………….http://drugsynthesisint.blogspot.in/p/gliptin-series.html
http://organicsynthesisinternational.blogspot.in/p/gliptin-series-22.html
see gliptins at…………http://drugsynthesisint.blogspot.in/p/gliptin-series.html