Family

Loading Family data...

• 15 United States
• 10 France
• 8 Japan
• 7 China
• 5 Korea
• 2 Other

Patent Owner(s)

Patent Owner	Address
GEE JOHN ALDEN	Not Provided

International Classification(s)

• G07C:TIME OR ATTENDANCE REGISTERS; REGISTERING OR INDIC....

• 2023 Application Filing Year
• G07C Class
• 1595 Applications Filed
• 439 Patents Issued To-Date
• 27.53 % Issued To-Date

Inventor(s)

Inventor Name	Address	# of filed Patents	Total Citations
Gee, John Alden	Eagle Mountain, US	3	4
# of filed Patents : 3 Total Citations : 4

Cited Art Landscape

Load Citation

• No Cited Art to Display

Loading Cited Art Landscape...

Patent Citation Ranking

• 0 Citation Count
• G07C Class

• 0 % this patent is cited more than
• 1 Age

Forward Cite Landscape

Load Citation

• No Forward Cites to Display

Loading Forward Cite Landscape...

Maintenance Fees

Fee	Large entity fee	small entity fee	micro entity fee	due date
3.5 Year Payment	$1600.00	$800.00	$400.00	May 21, 2028
7.5 Year Payment	$3600.00	$1800.00	$900.00	May 21, 2032
11.5 Year Payment	$7400.00	$3700.00	$1850.00	May 21, 2036

Fee	Large entity fee	small entity fee	micro entity fee
Surcharge - 3.5 year - Late payment within 6 months	$160.00	$80.00	$40.00
Surcharge - 7.5 year - Late payment within 6 months	$160.00	$80.00	$40.00
Surcharge - 11.5 year - Late payment within 6 months	$160.00	$80.00	$40.00
Surcharge after expiration - Late payment is unavoidable	$700.00	$350.00	$175.00
Surcharge after expiration - Late payment is unintentional	$1,640.00	$820.00	$410.00

Full Text

US Patent Application No: 2018/0011,195

MULTI-FREQUENCY UNWRAPPING

---

Abstract

---

The time-of-flight system disclosed herein includes a frequency unwrapping module configured to generate an input phase vector with M phases corresponding to M sampled signals from an object, determine an M−1 dimensional vector of transformed phase values by applying a transformation matrix (T) to the input phase vector, determine an M−1 dimensional vector of rounded transformed phase values by rounding the transformed phase values to a nearest integer, and determine a one dimensional lookup table (LUT) index value by transforming the M−1 dimensional rounded transformed phase values. The index value is input into the one dimensional LUT to determine a range of the object.

---

 

---

Description

---

Claims

---

Claims data not available

---

Legal Events

• No Legal Status data available.